diff --git a/Assignments/#10/comp_2040_tiago_saraiva_assignment_10.ipynb b/Assignments/#10/comp_2040_tiago_saraiva_assignment_10.ipynb new file mode 100644 index 0000000..ed2bf5c --- /dev/null +++ b/Assignments/#10/comp_2040_tiago_saraiva_assignment_10.ipynb @@ -0,0 +1,869 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Import numpy and pandas" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a python dictionary with 3 labels and 3 numbers of your choice.\n", + "Call it my_data." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'Brazil': 5, 'Italia': 4, 'Argentina': 3}" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "my_data = {'Brazil': 5, 'Italia': 4, 'Argentina': 3}\n", + "my_data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a pandas Series from the my_data dictionary, called my_series.\n", + "Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Brazil 5\n", + "Italia 4\n", + "Argentina 3\n", + "dtype: int64" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "my_series = pd.Series(my_data)\n", + "my_series" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a 5x5 array of random integers, from 0 to 100 called nums.\n", + "Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[42, 16, 52, 29, 90],\n", + " [75, 69, 66, 96, 40],\n", + " [76, 5, 82, 64, 94],\n", + " [43, 91, 89, 91, 74],\n", + " [23, 29, 4, 80, 43]])" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nums = np.random.randint(0, 100, size=(5, 5))\n", + "nums" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a DataFrame from the nums array, called df.\n", + "Label the columns: A,B,C,D,E\n", + "Label the index: V,W,X,Y,Z\n", + "Display the DataFrame." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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\n", + "Set the index to the first column. Use shift-tab for help if necessary.
\n", + "Display df." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " x y z\n", + "0 0.000000 0.0 1.000000\n", + "1 0.006289 0.006289433316067751 0.999980\n", + "2 0.012579 0.012578617838741058 0.999921\n", + "3 0.018868 NaN 0.999822\n", + "4 NaN 0.025155245389375847 0.999684\n", + ".. ... ... ...\n", + "995 6.258027 -0.02515524538937684 NaN\n", + "996 NaN -0.018867304784467676 0.999822\n", + "997 6.270606 -0.012578617838742121 NaN\n", + "998 6.276896 -0.006289433316068405 0.999980\n", + "999 6.283185 -2.4492935982947064e-16 1.000000\n", + "\n", + "[1000 rows x 3 columns]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv(\"sin_cos.csv\", index_col=0)\n", + "df" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Notice there are some NaNs in the data (missing values). We'll fix the NaNs below, but first let's check if the data has been correctly loaded as float point numbers. Run the cell below." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Index: 1000 entries, 0 to 999\n", + "Data columns (total 3 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 x 812 non-null float64\n", + " 1 y 930 non-null object \n", + " 2 z 870 non-null float64\n", + "dtypes: float64(2), object(1)\n", + "memory usage: 31.2+ KB\n" + ] + } + ], + "source": [ + "df.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "It looks like the \"y\" column has not been imported as floating point numbers. Let us try to convert the dataframe to numerical values. Run the cell below." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# df.apply(pd.to_numeric)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Oh oh, that didn't work. Read the above error message to see what is going wrong. Display the row with the problem." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "x 0.886816\n", + "y a0.7750637288796015\n", + "z 0.631883\n", + "Name: 141, dtype: object" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.loc[141]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Remove the non-numeric character, and display that same row again." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "df.loc[141, 'y'] = df.loc[141, 'y'].lstrip('a')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "x 0.886816\n", + "y 0.7750637288796015\n", + "z 0.631883\n", + "Name: 141, dtype: object" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.loc[141]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The problematic value still has a datatype of \"object\". Now, convert the entire dataframe to numerical values and display df.info() again." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "df = df.apply(pd.to_numeric)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Index: 1000 entries, 0 to 999\n", + "Data columns (total 3 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 x 812 non-null float64\n", + " 1 y 930 non-null float64\n", + " 2 z 870 non-null float64\n", + "dtypes: float64(3)\n", + "memory usage: 63.5 KB\n" + ] + } + ], + "source": [ + "df.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now that we have numerical data, we can produce a visualization to see how it looks. Just run the cell below." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot the data to see the gaps\n", + "plt.plot(df[\"y\"],color=\"b\")\n", + "plt.plot(df[\"z\"],color=\"r\")\n", + "plt.xlabel(\"Index\")\n", + "plt.ylabel(\"Sin & Cos\")\n", + "plt.title(\"Data with Problems\")\n", + "plt.legend([\"Sin\",\"Cos\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can see there are some gaps in the plot where the NaNs are present. More troubling though is the area between index 145 and 205 where the sine and cosine values seem incorrect. Display a slice of the dataframe showing rows 145 to 205." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " x y z\n", + "145 0.911974 0.790714 0.612186\n", + "146 0.918263 0.794548 0.607201\n", + "147 0.924553 0.798352 0.602192\n", + "148 0.930842 0.802123 0.597159\n", + "149 0.937132 0.805863 0.592102\n", + "150 NaN 0.809571 0.587022\n", + "151 0.949711 0.813247 0.581918\n", + "152 0.956000 0.816891 0.576792\n", + "153 0.962290 0.820503 0.571643\n", + "154 0.968579 0.824082 0.566471\n", + "155 0.974869 0.827628 NaN\n", + "156 0.981158 0.831142 0.556060\n", + "157 0.987448 0.834623 0.550822\n", + "158 0.993737 0.838071 0.545562\n", + "159 1.000026 0.841485 0.540280\n", + "160 NaN 0.844867 0.534977\n", + "161 1.012605 0.848215 0.529653\n", + "162 NaN 0.851529 0.524307\n", + "163 1.025184 0.854810 NaN\n", + "164 NaN 0.858057 0.513555\n", + "165 1.037763 NaN 0.508148\n", + "166 1.044053 0.864449 0.502721\n", + "167 1.050342 0.867593 0.497274\n", + "168 NaN 0.870704 0.491808\n", + "169 1.062921 0.873780 NaN\n", + "170 1.069211 0.876821 0.480816\n", + "171 1.075500 0.879828 0.475292\n", + "172 1.081790 0.882800 0.469749\n", + "173 1.088079 0.885737 0.464188\n", + "174 NaN 0.888639 0.458608\n", + "175 1.100658 0.891506 NaN\n", + "176 NaN 0.894337 0.447394\n", + "177 1.113237 0.897133 0.441760\n", + "178 1.119527 0.899894 0.436109\n", + "179 1.125816 0.902619 0.430440\n", + "180 1.132105 0.905308 0.424755\n", + "181 1.138395 0.907962 0.419052\n", + "182 1.144684 0.910580 0.413334\n", + "183 1.150974 0.913161 0.407598\n", + "184 1.157263 0.915707 0.401847\n", + "185 1.163553 0.918216 0.396080\n", + "186 1.169842 0.920689 0.390297\n", + "187 1.176132 0.923126 0.384499\n", + "188 1.182421 0.925526 0.378685\n", + "189 1.188711 0.927889 0.372856\n", + "190 1.195000 0.930216 0.367013\n", + "191 1.201290 0.932506 0.361155\n", + "192 1.207579 0.934759 0.355283\n", + "193 1.213869 0.936975 0.349397\n", + "194 1.220158 0.939154 0.343497\n", + "195 1.226448 NaN 0.337584\n", + "196 NaN 0.943400 0.331657\n", + "197 1.239027 0.945467 NaN\n", + "198 NaN 0.947497 0.319764\n", + "199 1.251605 0.949490 0.313798\n", + "200 NaN 0.951444 0.307820\n", + "201 1.264184 NaN 0.301830\n", + "202 1.270474 0.955241 0.295828\n", + "203 1.276763 0.957083 NaN\n", + "204 1.283053 0.958887 0.283789\n", + "205 1.289342 0.960653 NaN" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.loc[145:205, ['y', 'z']] = df.loc[145:205, ['y', 'z']].abs()\n", + "# pd.set_option(\"display.max_rows\", 61)\n", + "df.loc[145:205]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Produce another plot to see how the data looks now. Just run the cell below." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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POC02NjQVlz8/8P33SberVMCePUDnzvT9nTtA//50adwY8Pend2WmsyNHgHr1Ut4+YADQvDl9GErv/7KZGf0anJyAUqXo70Ci58+BceOAxMHK4GCgXTsgXz5gzhwgjbI8xhiTh5076Y+ZmRl9egSoVqFKFcDPD6heHciWTcoI02TU8zXe3t4ICAhIdtvBgwdRsWJFWP737pbaMdWqVcuyODNEqQQ6daI537dvgXnzku7bt48y9ZEj058rYimcOQM8fgxMnJh0W926wMqVNII8bx7QoEHGP/S4uQHjx9Ov8MEDoF8/mpJ79AjInp0+hC1dmlTjyBhjsvHyJc10JH7qS0yUVq0CQkOpNrdBA4NOlAAAQkaioqLEpUuXxKVLlwQAMXv2bHHp0iXx6NEjIYQQI0aMEL6+vurj79+/L7JlyyYGDRokbty4IVasWCEsLS3Fli1b1MecOnVKmJubi2nTpombN2+KadOmCQsLC3HmzBmN41KpVAKAUKlUmfdkMyIhQYiVK4WoWFEIeg+mS5cuQsTFSR2dwXvxQghfX3rJ2rYVIiBAiP79hbh0Keti+PBBiL//FiI4OPmvcN26rIuBMcZ09u6dENOmCREZKYS7e9IfsR07pI4sGU3fv2WVLB09elQASHHp2rWrEEKIrl27ilq1aiX7mWPHjony5csLKysrkT9/frF48eIU5928ebMoWrSosLS0FMWKFRNbt27VKi6DS5YSJSQIsXNn8nfbihWFCAuTOjKDlJAgxOrVQuTKlfRyde8uRGysdDFFRwsxZ07yX6GvrxAxMdLFxBhjaRo4UAhHR/qDNXWqEPv3Z+2nTS1o+v4t2z5LhkRvfZYyS0wMMHQosHo1rZwLCuIVc194+BDo0wc4cIC+L1uWpr4MZWXagwe00PHYMaB1a6B8eYqxWTOpI2OMsf9ERQGDBwPLl9P3+fIBixdT/ayB0vT9m5OlTGDwyVKisDDqllikCHD3LhWBL19OfSxMnJ8ftQKwtqZi66FDDWIBRgrnzgH37lGZGkCF4jNmUNyMMSaZo0epqPNzUVFAjhzSxKMhbkrJUnJxoUQJoA6KBw8CFSpQrwsTFB1NtYcAFXG3bw9cvkz18IaYKAE00tW6NRV9A1RkbmMDXLkibVyMMRMlBDB/PtCwYdJtgYF0u4EnStrgZMlUrVoFlCtHzX98fIApU5JWKZiA8HCgfn1q8fHhA2BvT81hixaVOrL0WVsDs2dTx4hEZcsC//ufdDExxkzUqVM0xB0bS9NtT55Qszkjw8mSqSpQADh9GujWjZKk0aMBc3Nqfmnkrl8HKlUCTp6k2cjPtg6UlSZNaFou0eTJVGfFGGN6FxZGn9qqV6c6hjlz6BOcu7vUkemFUTelZOmwtaWmQTlzAn/8kXTb69dG2/37+HGgZUtqgF64MLB7tzxGk1JTqRKVodWrRw3de/emmqapU7mGnzGmJzdu0Ke1R49ol/DE9w8jxn9OTZ1CQZ8ODh1Kuq1GDWo/b2S2bKHeZxER9GHozBl5J0qJ7OyAs2eTOoDPmEEdwPW1vzNjzIS9fEnNJJ89AwoVAho1kjqiLMHJEiP16tE77jff0KcGDw/63kgsWUIJREwM7bkWEGBcg2cKBTXCXb2a9pPbupV2xfn4UerIGGNG49AhKuEIDQW2b6c2NIUKSR1VluBkiSWpXJnqmBJ99x3tNSdzCxdSDyUhgJ9/BjZvptlGY9SlC7BsGV0/dIj6ML1/L21MjDEj8OAB/UF59w7YuBFo2pT2ZTIRnCyx5PLmBf79l3Z+Dg0F6tShKmiZmj+f2kkB1Dtp4UKqYzdm3bpRbVaOHLQJcJ489KtkjDGdeXrSktvWrammQaGQOqIsxU0pM4FsmlJqIzycGoxdv047vR47RhXRMjJnTlI/ouHDqejZlP5/nzkDeHvT9dKlacQ8e3ZpY2KMycyBA4CzM7WaEYJWTxvRJ05uSskyxsmJhiVKlgSeP6fE6dEjqaPS2N27NFIMUFcEU0uUAKBqVeDPP+n61as00hQTI21MjDEZOXECaNUKqFWLPjgrFEaVKGmDkyWWusSEqXhxWh1Xvz6tgDBwW7cCJUoALVpQYfdvv5leopSod29g/fqk73196cMhY4yl6dIlqlH69IlWSCfu/mCiOFliaXNyoqVj7u5Uy9SiBe33Y6ACA2nftLg44PFjoFcv002UEnXoAOzfT+1QKlemZIkTJsZYqk6epK2wIiMpUdq82XD3gMoinCyx9H3zDb3bOjoCFy9SgZ8Brkk/dIhyuZgYCnHBAk6UEjVsSAsb+/ShlgIzZ0odEWPMID19CnTvnvT97t3Gu3xYC5wsMc2ULAn88w9dP3SICmIMaHgiNJQaTkZGAlWqAOvWmezUeqry5QN27KDL8OE0XckYY2qfPlGPvX//TZpNUCqljsogcLLENFelCu0BBNA29wbS4j4+nmoQE61fD9jYSBaOQevcOamVwg8/JN9bjjFmwoQAfvwx6fulS4GCBaWLx8BwssS088cftD0KAIwfT63vJWZuDvz6a9IHIk9PqSMybH/8Qds6ffpE+e/Dh1JHxBiT3NmzQO3aNOV2+DDQuLHUERkUTpaY9vz8qDlZYCB1PDQAbdpQuwD+IJQ+Cwtgw4ak79u2NcgSNMZYVtm1i5qyHT9Onzjr1pU6IoPDyRLTnkJB6/HLl6fvhZDk3Xb3bmDYMCA2lr63ts7yEGTLzg64f5/2xwsOpmaVBlSCxhjLKjdv0pw8AOTMSU2IWQqcLLGMUalo6VmHDtTZNYs8eED7oM2cSVuYMO15eiY17hQCWLxY2ngYYxI4dYr2e6tZM6nEgqXAyRLLmPv3gb17aRh3+vQsecjoaKBdOyAigmpu+vbNkoc1SvXrA5Mn03U/PypbYIyZkJ49qTUM91JKEydLLGPKl6eGRtmzU8FQZKTeH3LIEJo6ypUL2LSJmi0y3Y0cSb2XYmOpfik8XOqIGGN6t2RJUv8QHx9qQMxSxckSy7iePYEbN6g9fvHien233bgxadpt7Vogb169PZTJUCiAlSuBAgWAJ09oz8wsnFFljGW1c+eAAQNoZUxgoNTRyAInSyzjFArq7r17N2266+url3fb27cpLwOAUaN4ZWtmsrcHfv896ft586SLhTGmRyoV1S/ExtKQcs2aUkckC5wsscyRLRsN+9jaAgcPJl+bngk+fQKKFaM6xNq1gQkTMvX0DMB33wGLFtH14cOBkBBJw2GMZTYhgJ9/Tvr+zz95TygNcbLEMk/JklS/NHUqrY7LRKNGJV1fvZp6BbHM16dP0v56HTsCHz5IHRFjLNOsXUtbHJibA0FBNCPANMLJEstcP/4IjBiRtBnj+/cZPmVAQNLOKrt3c52SPikUwIoVgKsrcOsWMHiw1BExxjLFvXtJS4fHj6f9PZnGOFlimU8IoGlTwN8fGDo0Q6d6+RLo2pWu9+0LNGuW8fBY2hwdgTVr6PqSJcD27dLGwxjLoNhYoFAhqmOoUYOWwDKtcLLEMp9CAcyZQ9f//BPYt0+n0whBM3uhodRAcebMzAuRpa1+fdpvDwB69QLCwqSNhzGWAZ/3wFu7lqbhmFY4WWL6Ua8e8MsvdL1JE1qTrqVNm5L26Z00iWrIWdaZNAkoW5bql9av5+1QGJOlS5eSVsSsWcN1DDriZInpz9SpSddHjNDqR8PCkqbXx40DOnXKxLiYRqysaIFjs2bUCDRxao4xJiP+/kBcHLUJSNwDjmlNdsnSokWL4OnpCRsbG3h5eeHEiROpHtutWzcoFIoUl5IlS6qP8ff3/+oxnz59yoqnY9xsban5mZkZ8PffwI4dGv1Y4urWN2+AcuWSr4RjWatoURpdEoIGCp89kzoixpjG9u+nD63Ll9Pmj9wmQGeySpY2btwIPz8/jB49GpcuXUKNGjXQuHFjPH78+KvHz507F6GhoerLkydPkCtXLrRt2zbZcfb29smOCw0NhY2NTVY8JeNXqRIwbBhd79OHmlamY/16yqssLelDEW9nIq0hQ+jXqFIBvXvzdBxjsnDxIg0LlytHm53nySN1RLImq2Rp9uzZ6NGjB3r27InixYtjzpw58PDwwOJUtktXKpVwcXFRX4KDg/H27Vt079492XEKhSLZcS4uLlnxdEzH+PGAUgm8eEHt9dPw6RO9OQPA2LE0qsGkZWEBrFpFSeuePcCsWVJHxBhLU2wstXGJj6f9O3PmlDoi2ZNNshQTE4MLFy7Ax8cn2e0+Pj44ffq0RudYsWIF6tevj3z58iW7/d27d8iXLx/c3d3RrFkzXLp0Kc3zREdHIzIyMtmFpcHampr3ANQIbf/+VA+1sQEOHAC6daMu0swwlCyZlMT++itvtsuYQdu/H7h8GcidG5g/X+pojIJskqVXr14hPj4ezs7OyW53dnZGmAbrmkNDQ7Fv3z70TNxc7D/FihWDv78/du3ahfXr18PGxgbVq1fH3bt3Uz3X1KlToVQq1RcPDw/dnpQp+f57YNAgut6nD/X7SEWZMjSSYWmZRbExjYwdSzVMAODnJ2kojLG0NG9OnzqXLwecnKSOxijIJllKpPiiQE0IkeK2r/H394eDgwNatWqV7PaqVavihx9+QNmyZVGjRg1s2rQJRYoUwfw0svGRI0dCpVKpL090WBZvkn77DcifH3j0CPj222R3RUYCAwfyiIUhs7EB1q2jev316+lvMWPMQPn4AF+83zHdySZZcnR0hLm5eYpRpPDw8BSjTV8SQmDlypXw9fWFVTrVwmZmZqhUqVKaI0vW1tawt7dPdmEayJ6dmvcANEQcHKy+a8wYGi1u3pwLiA2ZlxdNww0ZkiLfZYxJbfVq6qkUHS11JEZHNsmSlZUVvLy8EBAQkOz2gIAAVKtWLc2fDQwMxL///osePXqk+zhCCISEhMDV1TVD8bJUdO5MO7QCtMQqLg67dwPz5tFNkyfz6lZDN3Uq8PvvlPsyxgzEy5e0meP48ZQ0sUwlm2QJAAYPHozly5dj5cqVuHnzJgYNGoTHjx+jT58+AGh6rEuXLil+bsWKFahSpQpKlSqV4r4JEybgwIEDuH//PkJCQtCjRw+EhISoz8n0IHFXXAAJCxZh/Hi67u5O22www8bJLGMG6NdfqTld2bK0Eo5lKgupA9BG+/bt8fr1a0ycOBGhoaEoVaoU9u7dq17dFhoamqLnkkqlwtatWzF37tyvnjMiIgI//fQTwsLCoFQqUb58eRw/fhyVK1fW+/MxWc7O1CDt558RN2I0IqMbw8Gh8OezcowxxjT1zz80mqRQ0O7XFrJ6a5cFhRBcIZJRkZGRUCqVUKlUXL+kqYQEJCgdYPYuCgfRAPcWHcTPP0sdFNNVeDgvumFMErGxtHFmXBw1n9y6VeqIZEXT929ZTcMxI2Jmhu7O+5AABXwQgJ8KH5U6IqaDt2+Bdu2AUqXoOmMsi82bR4lS7tzAggVSR2O0OFlikjh1Clhzrzr+BNWGmTeoS5+QmKzkyAFcu0a1pWPHSh0NYybm3j2oiz5nzAB4YZLecLLEslx8PNC/P11/2GFk0h0LF0oTENOZpWXSh9kFC4CQEEnDYcy09O9PDX5z5qRtD5jecLLEstyyZfSm6uAA/DrPA1i6lO4YN472j2OyUrcudYEAgF9+4T5ZjGWJU6doWxOFAti9m7rFMr3hV5dlqUePkvYYmzjxv42wf/yRuh1GRgKjRkkaH9PNli2ArS1w5gxw/brU0TBmAi5fpqHdHj2A6tWljsbo8fpClqVmzAA+fKDr6tVv5ubUvrthQ6B4cRqa4GY+spI3L61crlABKFhQ6mgYM3JhYUDfvtSYLmdOqaMxCZwssSxz8ya1AAGAw4e/aAXi7Q08fQpw6wXZats26frz54Cbm3SxMGa0IiOp8WTFioC//3/D80zfeBqOZZmhQ6m4u2VLqnNJgRMl2Xv3jloJFC4MPHsmdTSMGaEpU6ix2b//Akql1NGYDE6WWJY4cADYu5em2GfO1OAHhKDMislK9uw0qvThA5efMaYX799TmcKsWUA6G8OzzMPJEtO7uDja3xGgla6FC6fzA5cvAw0aaJhVMUOiUCRt/bdmDXgLG8Yy2/z5wO3bQNOmUkdiUrhmiendpEnAjRvUYHbMGA1+4MoVKmo6f55WevCcvKxUqgT88APt6cmzBIzpQbqfOFlm45ElpldRUbRnLkA90zRauNG5M1C+PBUyTpyoz/CYnixfDuzZQ3nu1atSR8MYYxnDyRLTqzFjqBaxcGFg6lQNf8jMDPj9d7r+55/AnTt6i4/ph7U1cPo0tRFo04Z3smEsQ3bupD+giX1XWJbjZInpzbNnwNy5dH3iRCru1ljdujQnHxcHjBihl/iYfpUqRXnvnTs00sQY00FsLHXyHTWK6pWYJDhZYnozYQJ9rV4daN9ehxPMmEHvttu30ycrJiv29kmb6/btS1OyjDEtLV1KG+Y6OwP9+kkdjcniZInpxa1bwIoVdH3aNB0bcpcoATRqRNdnzOBNx2SoZ0/A3Z2uJ66SY4xpKCoq6VPnuHFAjhzSxmPCOFliejF6NJCQALRoAXz7bQZOtGwZbTp2+jRtFslkxdaW2sEA1AkiPFzaeBiTlVmzgJcvqeizZ0+pozFpnCyxTHfmDLBtG82gTZmSwZO5udFW9gDN2XOjStlp04b2SX73Dpg8WepoGJOJsLCkhS5TpmhZ9MkyGydLLFMJAQwbRte7dgVKlsyEkw4fTj0Hrl8H/vorE07IspKZGTB9Ol1fvBh48EDaeBiThU+fgMaNgSpVgO+/lzoak8fJEstU16/TjJm1ddJUe4Y5OAAjR9L1IUOo3T+TlXr1gNq1aWEP16gylo7796l+4dtvgSNHdCz6ZJmJkyWWaRISKFE6f56Kuz08MvHk/fvT1zdveB26TI0bR1/376ekmjGWigkTqPfK3r1AtmxSR8PAyRLLRFu2AL17Ax060CVT2drSElqACl/evcvkB2D6Vrs2zSYIoeG2N4yZos/LDbjIz2BwssQyRVxc0htg586AubkeHqRbN2oJ/fIlMG+eHh6A6dvEiTSjsH07jUAyxr7w00/0iaJ1a6BiRamjYf/hZIllivh42vO2SBFg0CA9PYilZdJecTNmAG/f6umBmL6UKAH4+tL1//1P2lgYMzgXLlAtA0D9V5jB4GSJZVhMDF2GDQNu3gTs7PT4YB06AJ6egErFm+zK1PjxlPcePAgEBkodDWMGJLHlva8vUKGCtLGwZDhZYhm2YgXlL8uW0TJxvfq8edPy5cCrV3p+QJbZPD2T+uv17cuN2RkDAAQFUUG3uXlS0sQMBidLLEM+faIaxNevgejoLHrQ9u3pU9e7dzQdx2Rn6FCqXbpxAzh8WOpoGDMAiUWf3bsDhQpJGwtLgZMlliFLl9IKV3d3oFevLHpQhSJpCm7BAup0y2SlQAFgwAC6PnYsjy4xE3fzJvVTsrTkYj4DxckSy5A3b5L+f1tbZ+EDN2lCnW0/fgT27cvCB2aZZeRI6ggRFAQcOCB1NIxJqHhx4MoVanGfL5/U0bCvUAjBn+kyKjIyEkqlEiqVCvb29lKHk+UePQJcXQErqyx+4AsXaH6/XLksfmCWWYYOpb1Cixen9jLcqJiZnIsXaWjVy0vqSEySpu/fPLLEMixfPgkSJYD+uHCiJGuJ+wjevEm1rYyZFCFoo/CKFYElS6SOhqVBdsnSokWL4OnpCRsbG3h5eeHEiROpHnvs2DEoFIoUl1u3biU7buvWrShRogSsra1RokQJbN++Xd9PQ/YSEqSOgBkDJycaXQJohwce52Ym5cgR4ORJqmFo3lzqaFgaZJUsbdy4EX5+fhg9ejQuXbqEGjVqoHHjxnj8+HGaP3f79m2EhoaqL4ULF1bfFxQUhPbt28PX1xeXL1+Gr68v2rVrh7Nnz+r76cjWhw9AyZLUL+fDB6mjAS3DW7IEmDpV6kiYDoYOpdql8+dp3zjGTIIQSbuN//QT4OYmbTwsTbKqWapSpQoqVKiAxYsXq28rXrw4WrVqhalfeaM8duwY6tSpg7dv38LBweGr52zfvj0iIyOx77Mi4UaNGiFnzpxYv369RnGZWs3SnDnUpTt/fuDOHSrwltThw0D9+oCNDe3W7eoqcUBMW4m1S1WqUME31y4xo3fkCFCvHtUw3L8PfPON1BGZJKOrWYqJicGFCxfg4+OT7HYfHx+cTmwPn4ry5cvD1dUV9erVw9GjR5PdFxQUlOKcDRs2TPOc0dHRiIyMTHYxFR8/AtOn0/VRowwgUQKAunUBb29q+jRzptTRMB38+iuNLp09S529GTN6JUvSktDBgzlRkgHZJEuvXr1CfHw8nJ2dk93u7OyMsFT67Li6umLp0qXYunUrtm3bhqJFi6JevXo4fvy4+piwsDCtzgkAU6dOhVKpVF88PDwy8Mzk5c8/qa1R3rxA165SR/MfhSKp4+2ff/KecTLk7Az06UPXuXaJGb3jx4Fq1YBixbh8QCYspA5AW4ovxueFECluS1S0aFEULVpU/b23tzeePHmC33//HTVr1tTpnAAwcuRIDB48WP19ZGSkSSRM0dE0VQLQtIkkK+BS07AhfUJr35529WWyM2wYcOwY0K8fJUs8FceM1m+/0dRbUBDQpYvU0TANyCZZcnR0hLm5eYoRn/Dw8BQjQ2mpWrUq1q5dq/7excVF63NaW1vDOks7MBqGVauoW7ebWxZ269ZU4uhS165Uw/TwIZA7t9RRMS24uFDrLE6SmFE7cwY4dAiwsABGjJA6GqYh2UzDWVlZwcvLCwEBAcluDwgIQLVq1TQ+z6VLl+D6WQGwt7d3inMePHhQq3OagthYYNo0uj5sGNVSGxx7e+DxY9ozbu5cqaNhOuBEiRm9nTvpa5cu3K1bRmQzsgQAgwcPhq+vLypWrAhvb28sXboUjx8/Rp//ih1GjhyJZ8+eYc2aNQCAOXPmIH/+/ChZsiRiYmKwdu1abN26FVu3blWf85dffkHNmjUxffp0tGzZEjt37sShQ4dw8uRJSZ6joVq7ljp1OzkZ4KhSIoUCGD0aaNMGmDcPGDIEUCqljooxxpJMnQo0bkyFn0w2ZJUstW/fHq9fv8bEiRMRGhqKUqVKYe/evcj3X3YeGhqarOdSTEwMhg4dimfPnsHW1hYlS5bEnj170KRJE/Ux1apVw4YNG/C///0PY8aMQcGCBbFx40ZUqVIly5+foYqPTxpVGjwYyJZN2njS9N13tHfGzZvAwoW0ZI/JUmwsEBEB5MkjdSSMZZLdu2n17mc1s0weZNVnyVAZe5+lzZuBdu2AnDlpdMnOTuqI0rFuHdUuDRgA/PGH1NEwHRw+DPToQbvZ7NghdTSMZYIbN6hdgJMTNajjUW+DoOn7t6xGlljWEwKYMoWuDxwog0QJoBVx1aoBnp5SR8J09M03VH726BFw9SpQurTUETGWQYnD899+y4mSDMmmwJtJY/9+ICQEyJ6dkiVZsLCgROnFC2DiRGpWyWSlWDHg++/pVxkUJHU0jGXQgwfA33/T9ZEjpY2F6YRHlliqhAAmT6brP/8M5MolbTxaEYI+wf37L21/YrBV6Sw106cDv//OC4aYEZg5k4o/fXyAihWljobpgEeWWKpOnABOnaLmk5/14JQHhYIyPCDpDxWTlQIFOFFiRiA0FFi5kq7zghPZ4mSJpSqxVunHH2W6N22vXlSVfvcusH271NEwHcXHA5s2Ac+fSx0JYzr44w/a/qBaNV4FJ2OcLLGvunwZOHAAMDenTU5lyc6O9s4AaE6HF37KUpcuVLM/Z47UkTCmpTdvgMWL6frIkdx1VcY4WWJfNXkyden+4QeaDpGtgQNpO/vgYODoUamjYTro1Im+/vkn9V1iTDZsbWmIvmlTujDZ4mSJpXD3LrBlCy0iGzJE6mgyKE8emkcEkpbuMllp0gQoVQqIikr6kM6YLNjaUr+3f/7hUSWZ42SJpbBgAc1YNWtmJP1thgyh+cSAAODiRamjYVpSKIDhw+n6nDnAx4+ShsMYM0GcLLFkQkOBpUup3MdoFm54elLRC0C1S0x22renlXHh4cDq1VJHw1g6uD7S6HCyxJKZO5em38qUAby9pY4mEw0bRl+3bKHeS0xWLC2TpoRnzgTi4qSNh7E0rV8P1KpF+/Ywo8DJElOLjEyqCUmc9jAaZcvSTt8JCdTpkMlOjx6AoyNw/z6wdavU0TCWCiGAGTOA48eBM2ekjoZlEk6WmNrSpZQwFS9upAs3EjNAf38gLEzSUJj2smWjWlmAavV5poMZpIAA6r2SPXtSY1wme5wsMQBATAz1TgOor5KZMf7LqFkTqFqVGsTNnSt1NEwH/foBbm7Akyc8w8EM1IwZ9LVnT5ntEcXSYoxviUwH69ZRh2Q3t6S+Nkbn82VVixfTMBqTldy5gTZtgNevuVafGaALFyiLNzcHBg2SOhqWiThZYkhIoKJZgP5/W1tLG49etWhBW9qrVNTlkMnOoEH0XnToEHDpktTRMPaZxD+kHTrwxoZGhpMlhsOHaVTJ3h746Sepo9EzM7OklXFz59L8I5OV/PmBdu3oOtfqM4Nx/z6weTNdl+0eUSw1nCwxTJpE7QJ+/ZUSJqPXqRPtDPz8OfD331JHw3Tw66+0FU9i3suY5NaupWH6hg1p9S0zKgoheE1JRkVGRkKpVEKlUsFeZtnGuXNAlSqAhQXw8CHwzTdSR5RFpk8HRowASpYErl7lrQgYYxmTkADs2wc4OQGVKkkdDdOQpu/fPLJk4mbNoq+dOplQogQAvXsDOXIA168D+/dLHQ3TQUIC9VuqVw94+1bqaJjJMzOjniucKBklTpZM2IMH1NAaMIINc7Xl4JBUoLVunaShMN0oFMCECcCRI9QjjDFJxMRw7aMJ4GTJhM2ZQ5/OfXxoexOTM2gQsHEjNalksqNQJCX5XKvPJLNmDe0/uXy51JEwPeJkyUS9eQOsWEHXhw6VNhbJuLvTsioLC6kjYTrq2JF6g4WG0nZcjGWphARg9mxaLMJ924wav0uYqCVLgPfvaUSpfn2po2FMN1ZWwLhxQEQE0LKl1NEwk7N/P3DzJi0j7tlT6miYHnGyZKJCQ6kecehQXgim9vEjYGsrdRRMS0bfG4wZrsTWI716mUjfFdPFrQMygVxbBzx4QCvgrKykjkRikZG0Q+vevcC9e/xHjzGmmbg4YPt22nPSw0PqaJgOuHUAS5enJydKAKiFwLlzwKtXwMqVUkfDGJOD6Giqd2zblhMlE8DJEmNmZkmbXq5ZI20sjDHD9+wZ7QIwcCCNLjGjx8kSYwDg6wssXgycOCF1JExHQgBHjwKtWgEvXkgdDTNqCxZQJ9TLl3k1rYngZIkxgAq7+/QBsmfnT4oypVAAo0YBO3cCixZJHQ0zWu/f03JiIGlEmhk9TpZMyO3b9OmbpWH+fKBAASAoSOpImA4GD6avixbR4kbGMt2aNTSqVKAA0Ly51NGwLCK7ZGnRokXw9PSEjY0NvLy8cCKNaZNt27ahQYMGyJMnD+zt7eHt7Y0DBw4kO8bf3x8KhSLF5dOnT/p+KlkqPJw2wi5XDnj9WupoDFhICPDkCfDHH1JHwnTw3Xc0DTdvHs+OMD1ISKCtDwDAzw8wN5cyGpaFZJUsbdy4EX5+fhg9ejQuXbqEGjVqoHHjxnj8+PFXjz9+/DgaNGiAvXv34sKFC6hTpw6aN2+OS5cuJTvO3t4eoaGhyS42NjZZ8ZSyzJ9/0uINa2sgVy6pozFgfn70detW4OFDKSNhOrCwoJXcHTsClpZSR8OMzr59wJ07gFIJdO8udTQsC8kqWZo9ezZ69OiBnj17onjx4pgzZw48PDywePHirx4/Z84cDBs2DJUqVULhwoUxZcoUFC5cGLt37052nEKhgIuLS7KLMYmOTqrhGDSIm1CmqXRpoEED+gTJu7Myxj6XOOLcqxe1HGEmQzbJUkxMDC5cuAAfH59kt/v4+OD06dManSMhIQFRUVHI9cXQyrt375AvXz64u7ujWbNmKUaevhQdHY3IyMhkF0MWEABERdFWaG3aSB2NDIwdC6xaRftoMFkSAjh4kH6VjGWKK1eAw4dp6m3AAKmjYVlMNsnSq1evEB8fD2dn52S3Ozs7IywsTKNzzJo1C+/fv0e7du3UtxUrVgz+/v7YtWsX1q9fDxsbG1SvXh13795N9TxTp06FUqlUXzwMuCGZEMDo0YCjI73389SEBr79FujWjeYsmSw9fgw0bgz89htw/brU0TCjkFir9P33QN68kobCsp5skqVEii/mkIQQKW77mvXr12P8+PHYuHEjnJyc1LdXrVoVP/zwA8qWLYsaNWpg06ZNKFKkCObPn5/quUaOHAmVSqW+PHnyRPcnpGfHjtEHolev6P84Y6YgXz4q9AaAuXMlDYUZgxcvgHXr6Dq3CzBJskmWHB0dYW5unmIUKTw8PMVo05c2btyIHj16YNOmTahfv36ax5qZmaFSpUppjixZW1vD3t4+2cVQJb5RdO0K5MwpbSyMZaXE97S//qIPC4zpbPFiICaG9oCrWlXqaJgEZJMsWVlZwcvLCwEBAcluDwgIQLVq1VL9ufXr16Nbt274+++/0bRp03QfRwiBkJAQuLq6Zjhmqd27B+zaRdcHDpQ2FsayWvXqgJcX8OlTUg9BxrT26VPyFTLMJMmqE8ngwYPh6+uLihUrwtvbG0uXLsXjx4/Rp08fADQ99uzZM6z5b3+v9evXo0uXLpg7dy6qVq2qHpWytbWFUqkEAEyYMAFVq1ZF4cKFERkZiXnz5iEkJAQLFy6U5klmovnzqWapUSOgWDGpo2EsaykU9N42ezZQsqTU0TDZ+vtv4OVLqlNq3VrqaJhEZJUstW/fHq9fv8bEiRMRGhqKUqVKYe/evciXLx8AIDQ0NFnPpSVLliAuLg79+vVDv3791Ld37doV/v7+AICIiAj89NNPCAsLg1KpRPny5XH8+HFUrlw5S59bZouMBFaupOuJrYMYMzUdOwKdOnG7DKYjIZIKuwcM4E6nJkwhBG+AkVGRkZFQKpVQqVQGU780dy4lScWL02ogfrPIgEuXaJhuyhTAyHpwmYrISNoz7ocf+P8C08KhQ9R3LXt24OlTwMFB6ohYJtP0/ZvTZCMUH0/bPQBUq8RvDhnUrx/tFZc3LzB+vNTRMC1FRwOFC9OWPwUKUC0TYxrZvJn2iWrRghMlEyebAm+muT17gPv3afWbr6/U0RiBxHnMxYvpnZfJirV10n6n3EaAaezuXerif/ky/yFlnCwZo8Qp9l69aPSYZdB331H78/BwYMMGqaNhOvjlF/q6bRs1rGQsXYm99po2paFJZtK0TpaePHmCp0+fqr8/d+4c/Pz8sJT30TIIV64AR49SR/7PatpZRlhaJr2Yc+dS0SeTldKlgTp1aIraCBa6Mn1TqWjLIyAp02YmTetkqVOnTjh69CgAICwsDA0aNMC5c+cwatQoTJw4MdMDZNpJnGbgjvyZrFcvwNaWir1PnJA6GqaDxNnUZcuA9+8lDYUZuh07gCJFqAFlOo2MmWnQOlm6du2aeln9pk2bUKpUKZw+fRp///23ejk+k0Z4eFJHfv4wlMly506qW+DCF1lq2pQKvN++BdaulToaZrDi44EJE4CLF+kPKa+QYdAhWYqNjYX1fxuMHjp0CC1atABAG9KGhoZmbnRMK0uWUP1xpUqAt7fU0RihxDboO3YADx9KGQnTweebxfNsKkvV7t3AgwdArly0Co4x6JAslSxZEn/++SdOnDiBgIAANGrUCADw/Plz5M6dO9MDZJqJiUnqyO/nxx+G9KJkSeq5UqwYsH271NEwHfz4I2BnRw2ZL16UOhpmkPbtA/Lnp6n3bNmkjoYZCK2TpenTp2PJkiWoXbs2OnbsiLJlywIAdu3aJfuu13K2aRMQFga4ugJt2kgdjRH77TfadG/iRC58kSF7e2DsWFolOm6c1NEwg3PlCrUL+PAB+PVXqaNhBkTrppS1a9fGq1evEBkZiZyfbWP/008/IRtn4ZIQgj4MeXkBbdsCVlZSR2TEKlUCPDyAf/8F1qwBfv5Z6oiYllq2BIYNAx49olY6vCqcqSW2C6hZk+oUGfuPTn2WzM3NERcXh5MnT+LUqVN4+fIl8ufPDycnp8yOj2ng7Fna6/H6dX7v1jszs6TCl3nzuPBFhgoXBpo0oevbtkkbCzMgr14lVf7zChn2Ba2Tpffv3+PHH3+Eq6sratasiRo1asDNzQ09evTAhw8f9BEjS0fi1iYdOtA0A9Ozbt2AHDnoOi9qkKXffgNOnaIRJs53GQBg+XLg0yegfHneE4eloHWyNHjwYAQGBmL37t2IiIhAREQEdu7cicDAQAwZMkQfMbI0PH9O2xcBSYu1mJ7Z2wPBwTSU5+YmdTRMB+XLU1lKnTpJMy/MhMXGJnUr5XYB7Cu0rlnaunUrtmzZgtq1a6tva9KkCWxtbdGuXTssXrw4M+Nj6Vi8GIiLA2rUoDcAlkWKFqWvcXHAx4+0xIrJyt27QGAg8OwZ0L8/zbAyE3XzJhAVBeTJA7RvL3U0zABp/efhw4cPcHZ2TnG7k5MTT8NlsU+fqLcSwKNKkti2DShUCBgzRupImA58fQGlkmr19++XOhomqTJlgKdPgX/+AWxspI6GGSCtkyVvb2+MGzcOnz59Ut/28eNHTJgwAd7cCTFLbdxI/WLc3YFWraSOxgRlz05LqlaupE+lTFZy5AB69KDr3JSdIUcOgNvfsFRoPQ03d+5cNGrUCO7u7ihbtiwUCgVCQkJgY2ODAwcO6CNG9hVCJP2B79cPsND6N8kyrEEDmo67fZvaCPDOxbLTvz91vU9c4MhMUEICz8GydCmE0H4tyMePH7F27VrcunULQgiUKFECnTt3hq2trT5iNHiRkZFQKpVQqVSwz6LlaKdOAd9+SyPGT59ySxDJLFxI77hFiwI3bvAfXRn68IFab0REAEOHSh0Ny1Lh4TSa1K0b8L//8adOE6Tp+7dOyRJLTopkacwYYMoU2r5h2bIseUj2NVFRNA8aGUmFLw0bSh0R09KRI0C9ejSr+uwZ1TExEzF5MiVJlSoB585JHQ2TgKbv3xp/DL5w4QLq1KmDyMjIFPepVCrUqVMHly9f1i1appWnT4GZM4EKFahPDJOQnR1lrEBSwysmK3Xq0LZ/798Dq1ZJHQ3LMrGxtJwY4BUyLF0aJ0uzZs1C3bp1v5p5KZVKNGjQADNnzszU4NjXLV5MdRbZs/NWDQahXz/qy7J3L61HZ7KiUNDm0xUqAEePAvHxUkfEssT27TSU6OxM+0QxlgaNk6WzZ8+iZcuWqd7fvHlznD59OlOCYqn79In2eQT4w5DBKFQoaf+MBQukjYXppFs3GrHdtYv2WWQmIHEkuHdvwNpa2liYwdM4WXr27Bns0mi8lyNHDoTy1g96t2EDbWGUNy/QooXU0TC1xMx11SqqX2KyYmEBdOlC17mjtwm4eJFWyVhYAH36SB0NkwGNk6U8efLg9u3bqd5/69YtODo6ZkpQLHWJTSj79uWFGwalQQOgWDEq+F69WupomA769qXi7vfvgfv3pY6G6VViRtyuHeDqKm0sTBY0Tpbq16+PyZMnf/U+IQSmTJmC+vXrZ1pg7Ot27aIFHD17Sh0JS0ahAIYMAapUoeVVCQlSR8S05OkJdO9OAw6zZkkdDdOb8HDqFQFwgy2mMY1bB9y7dw9eXl4oWrQohgwZgqJFi0KhUODmzZuYNWsW7ty5g+DgYBQqVEjfMRucrGod4OdHtYi9ewO5cuntYZiuPn2iT6kREVT40qiR1BExLR0+DNSvz20EjNqrV8DvvwMhIfT/lDfNNWl66bMUHByMbt264caNG1D89w8ssSnlqlWrUKlSpYxHLkNZkSw9fQrkz08rdS5fpq2MmAEaNAiYM4cKvvfskToapiUhgFKlqL/onDm0AT1jzHjptSllSEgI7t69CyEEihQpgnLlymUkVtnLimTpf/+j6beaNWmndGag/v0XKFKE3nXv3OHeDjK0ZAnV/BYqRDvZcFN2I3L+PGBrSxkxY+AO3llK38nSp0+AhweNHm/ZAnz/faY/BMtMzZrRVNzcuYCXl9TRMC29f09N2c3MgKAgyn2ZkahRAzh5Eli+PGkXZWbSNH3/5vVUMrBxIyVKHh5AGq2umKHYtAnIlo3mS6OiqMs3k43s2YEDB2jwgUeVjMilS5QoWVgAjRtLHQ2TGf5TIAPFiwOtWtHCDW4XIAPZstEWKOXKAWvWSB0N00GlSrT/oosLTcUxI5DYLqBNG8DNTdpYmOzILllatGgRPD09YWNjAy8vL5w4cSLN4wMDA+Hl5QUbGxsUKFAAf/75Z4pjtm7dihIlSsDa2holSpTA9u3b9RW+1q5do8GJbdt4R3RZqVCBvi5YwG0EZEihoJ1rVCpuym4UXr1KahfAWx8wHcgqWdq4cSP8/PwwevRoXLp0CTVq1EDjxo3x+PHjrx7/4MEDNGnSBDVq1MClS5cwatQoDBw4EFu3blUfExQUhPbt28PX1xeXL1+Gr68v2rVrh7Nnz2bV00rT5Mm0lHn0aF7hKitdu9L0261bwKFDUkfDdJD4nrp2Le3FyGQsIACwsgIqVgSqVpU6GiZHQkcDBw4UmzdvFp8+fRJCCPHhwwfRunVrXU+nkcqVK4s+ffoku61YsWJixIgRXz1+2LBholixYslu6927t6hatar6+3bt2olGjRolO6Zhw4aiQ4cOGselUqkEAKFSqTT+GU08eyaEhYUQgBAXL2bqqVlWGDiQfnnNmkkdCdNBQoIQbdoIUbmyEAsXSh0N01lsrBDu7kKULCnEvn1SR8N08PChEDdv6ufcmr5/6zyydP/+fQwbNgweHh6YO3cuateujeDg4MzL4r4QExODCxcuwMfHJ9ntPj4+qW7gGxQUlOL4hg0bIjg4GLGxsWkek9amwNHR0YiMjEx20Yc//wTi4oBvvwXKl9fLQzB96tePvu7ZA9y7J20sTGsKBVCnDnDuHPVc4tlUmdqxgxrVhYcDtWtLHQ3TwZQpVLubyiYiWULnZGn37t24f/8+Jk+ejEGDBuHmzZt6nbp69eoV4uPj4ezsnOx2Z2dnhIWFffVnwsLCvnp8XFwcXr16leYxqZ0TAKZOnQqlUqm+eHh46PKU0qVSUUE3T7HLVJEi1MVbCGDhQqmjYTro0gWwt6f6pYMHpY6G6SSxsPunnwAbG2ljYVp78wb46y+6XqOGdHFonCxNnjwZfycWyP3n1atX+P3339GoUSO4ublh8+bNmR7glxRfFO4IIVLclt7xX96u7TlHjhwJlUqlvjx58kTj+LUxdy7w6BGthGMylbj31MqVwLt30sbCtJYjBzBiBFCtGu3LyGTm8mXg+HHA3Jw6jTLZWbkS+PiRdq2QRbK0YsUKFPmsO1tUVBQaNmyIsmXLYufOnZg2bRqWLl2qlyABwNHREebm5ilGfMLDw1OMDCVycXH56vEWFhbInTt3msekdk4AsLa2hr29fbKLvri5AZaWejs907dGjagVtEoFZMGHCZb52ral5pSLF9MIE5ORxFGl1q2p0yiTlfj4pB0rBg6UdpGTxslSaGgo8uTJA4Bqdlq0aIEyZcpgw4YNsLS0RJkyZfDvv//qLVArKyt4eXkhICAg2e0BAQGoVq3aV3/G29s7xfEHDx5ExYoVYflfBpLaMamdkzGtmJkB48YB1asD69fTlByTlUKFknoY8myqjLx+DaxbR9e5lkGW9uwBjh4FmjYFOnaUOBhNK8aLFSsmRo0aJe7evSsaNmwofv7552T379ixQxQsWFCHWnTNbdiwQVhaWooVK1aIGzduCD8/P5E9e3bx8OFDIYQQI0aMEL6+vurj79+/L7JlyyYGDRokbty4IVasWCEsLS3Fli1b1MecOnVKmJubi2nTpombN2+KadOmCQsLC3HmzBmN49LXajhmJCIihMiRg1bGHTokdTRMB/v306/Pzk6IyEipo2EamT6dfmnlytHSRiY79erRr3D4cP09hqbv3xonS3/99ZcwMzMTFhYWokqVKqJKlSri1q1bQgghzp07Jzw9PcXQoUMzFrUGFi5cKPLlyyesrKxEhQoVRGBgoPq+rl27ilq1aiU7/tixY6J8+fLCyspK5M+fXyxevDjFOTdv3iyKFi0qLC0tRbFixcTWrVu1iomTJZaufv3of33LllJHwnQQHy9EkSL0K1ywQOpomEZevxZi5kwhtPx7zgzD06dCWFoKYWZGrQP0RdP3b6020n306BEUCgW++eYb9OzZE6tXr4a1tTViYmLg7e2NAwcOIHv27PoaBDNY+t5IlxmBW7do7atCQW0EPD2ljohpaf586uZdrhzNqPK+cQbswAHgzBmgd2/as4bJTv/+1Lajdm1gxgz9PY6m799aJUtfunnzJq5cuYJvvvkG3377ra6nkT1OlphGGjWiP+JDhwIzZ0odDdNSTAxQrBjw4AH9Gr9oz8YMSd26VOwyciQ16WGyEhEBfPMN8OEDcOQI9TvTF03fvzP02ah48eJo3769SSdKjGkssY3A8uXA+/fSxsK0ZmUFNG9O1+fNkzYWloarVylRMjcHfv5Z6miYDlaupESpVCnD6SPKA8mMZZXGjYGCBeljU+IqHSYriU3Z9+4F9Lj4l2WEnR1Nv3XuDOipYTDTn/j4pFWnUrcL+BwnS4xlFTMzmogHaGiC2wjITpEilPNyU3YD9eYNcOoU/f/y95c6GqaDvXuB+/eBnDkp3zUUnCwxlpW6dweyZweuXweOHZM6GqYDbspuwFasAH74gRrzGMqQBNOKtzcwdSowahSQLZvU0SThZImxrKRUAl270nUufJGlhg2BwoWByEhgzRqpo2Fqn8/fdOggbSxMJ7duUaf87t1pHYwh0SlZSkhIwJ07d3Dy5EkcP3482YUxlo7+/alaODwceP5c6miYlj6fTd29m2dTDcbu3bSZZq5cQKdOUkfDdDBvHjB2LNC3r9SRpGSh7Q+cOXMGnTp1wqNHj/Bl1wGFQoH4+PhMC44xo1S8OG3qOX8+8Mcf3EZAhrp1A/75B7hwATh8GKhfX+qImHofuJ9+AmxtpY2FaS0iAli9mq4nLqQwJFqPLPXp0wcVK1bEtWvX8ObNG7x9+1Z9efPmjT5iZMz4NGhAQxLcRkCW7O2p59LLlzybahAePqRRWjMzbhcgU6tWUbuAkiX121dJV1onS3fv3sWUKVNQvHhxODg4QKlUJrswxjTQpAm1ETA3p2JvJjuJU3H//ENN2ZmEpk6lZGnkSCBvXqmjYVqKj6fu+IBhtQv4nNbJUpUqVfAvNxhhLGPMzICdO4EnT4DKlaWOhumA2wgYiDdvgL/+oor7hg2ljobpIDISqFgRyJPHsNoFfE7rmqUBAwZgyJAhCAsLQ+nSpWFpaZns/jJlymRacIwZtZIlpY6AZdDAgcC+fbRifdIkw1rqbDKOH6e9aMqVA3g3CVm6fh34+28gOtpw/w9pvTec2Vd2j1QoFBBCmGyBN+8Nx5hpSkgAvvsOePGC6op//FHqiEzU48f0S6hUSepImJZu3KDPjYULA1euADY2Wfv4mr5/az2y9ODBgwwFxhhjxsLMjGr1Bwyg1TzdutFtLIvlzcu1SjKVuECidOmsT5S0oXWylC9fPn3EwRgTwjArG1maunYFRo8Gbt8GDh4EGjWSOiITwv9nZE2IpMURAwdKG0t6NEqWdu3ahcaNG8PS0hK7du1K89gWLVpkSmCMmYzoaGD2bJq0DwoCcuSQOiKmBTs7mn6bMweYO5eTpSxz+TLQpQsweHBSV3wmKwoFEBAAhIQAZctKHU3aNKpZMjMzQ1hYGJycnL5as6Q+Gdcscc0S015CAjXtuXuXllUZYvtalqb794FCheiT8q1bQNGiUkdkAnr0oA362rUDNm6UOhqmpfh4wyjo1vT9W6PZ9YSEBDg5Oamvp3YxxUSJsQwzM0vanXX+fEqemKwUKAA0b07XExtJMz169QpYt46u//KLtLEwnezaBXh4ANOmSR2JZrgUkTFD0LUrzefcukXj0kx2Emsu/P2p2Jvp0dKlNCxRsSJtU89kZ+5capEVGSl1JJrROFk6e/Ys9u3bl+y2NWvWwNPTE05OTvjpp58QHR2d6QEyZhLs7ZPWnc+dK20sTCd16wKlStHuNatWSR2NEYuNBQ4dokRpxAgu8JahkBAgMJA2MJBL1YHGydL48eNx5coV9fdXr15Fjx49UL9+fYwYMQK7d+/G1KlT9RIkYyahf3+gfXtgzBipI2E6UCiSRpfmz6eaDKYH27YBR49S9/tmzaSOhukgsV1AmzaAu7u0sWhK42QpJCQE9erVU3+/YcMGVKlSBcuWLcPgwYMxb948bNq0SS9BMmYSChUCNmzgaQUZ69wZyJULePCA9oxjepA48vrzz4C1tbSxMK29fEkLfwHDbxfwOY2Tpbdv38LZ2Vn9fWBgIBp9tka2UqVKePLkSeZGx5gpevSINgTlwhfZyZYN6NWLrid+emaZ6Nw5aq9hZQX06SN1NEwHK1bIs9xM42TJ2dlZ3b07JiYGFy9ehPdnzzQqKirFPnGMMR20akVLRFaulDoSpoO+fakW48gR4OpVqaMxMomjSh06AJ99eGfyEBND+4eXLw+MGiWvcjONk6VGjRphxIgROHHiBEaOHIls2bKhRo0a6vuvXLmCggUL6iVIxkxKYsUjF77IUt68tF+ciwsNErJMEhoK/Psv9WngdgGytGULcOYM/SqbNpU6Gu1onCxNmjQJ5ubmqFWrFpYtW4Zly5bByspKff/KlSvh4+OjlyAZMyk//EC7SrZrB3z6JHU0TAcLFlCixPXHmWjRIpqGK1oUqFBB6miYloSgLvcAfR78LH2QBY06eH9OpVIhR44cMDc3T3b7mzdvkCNHjmQJlKngDt4s0yUk8I6sjCX6+JGG7F69ouGJ77+XOiKmpaAgoFo1qsl//Bj4r8+15DR9/9Z6I12lUvnV23PlyqXtqRhjqeFEibEkf/9NiVK+fEDLllJHw3SwYQNQrhzQoIHhJEra0DpZYowxpjkhaLm0HN8gDIaNDSVK/fsDFvy2JTePH9O2l/Hx1OFejvhfHWOM6cmlS4CvL2BrS+U2clr9Y1A6d6aGrXFxUkfCdJCYKNWpA5QtK3U0uuGxfsYY0xN3d1rAFRxMNRssAywsaISJycr798CyZXTdz0/SUDJENsnS27dv4evrC6VSCaVSCV9fX0Sk0bQvNjYWw4cPR+nSpZE9e3a4ubmhS5cueP78ebLjateuDYVCkezSoUMHPT8bxrR09iyvjJOhPHlocSMArF8vbSyy9OwZZZtMtnbsoA8NVarIr13A52STLHXq1AkhISHYv38/9u/fj5CQEPj6+qZ6/IcPH3Dx4kWMGTMGFy9exLZt23Dnzh20aNEixbG9evVCaGio+rJkyRJ9PhXGtNOuHVC1Kr/bytSvv9IGu6tXc98lrU2dChQpAkyZInUkTAcJCcDEidSctUcPatYqV7KoWbp58yb279+PM2fOoEqVKgCAZcuWwdvbG7dv30bRokVT/IxSqURAQECy2+bPn4/KlSvj8ePHyJs3r/r2bNmywcXFRb9PgjFdVawIbN4M/PEH0K0bF77ITNGi1KDy2jXqM/r771JHJBNv3wKrVlGF/H9/95m87NsH3LkD2NtT03U5k8XIUlBQEJRKpTpRAoCqVatCqVTi9OnTGp9HpVJBoVDAwcEh2e3r1q2Do6MjSpYsiaFDhyIqKirN80RHRyMyMjLZhTG96dWLNh178wY4f17qaJgOEms1li0D0vnzwhLt3EmV8aVLA3XrSh0N00FiE8pevQA7O0lDyTBZJEthYWFw+sq6WycnJ4SFhWl0jk+fPmHEiBHo1KlTssZTnTt3xvr163Hs2DGMGTMGW7duRevWrdM819SpU9W1U0qlEh4eHto9Ica0kTMn8L//AZGRwG+/SR0N00HjxjTCFBlJgyUsHbGxwNixNG8zcSKPpspQQgJQqRLV7Q0YIHU0GSdpsjR+/PgUxdVfXoKDgwEAiq/8ZxFCfPX2L8XGxqJDhw5ISEjAokWLkt3Xq1cv1K9fH6VKlUKHDh2wZcsWHDp0CBcvXkz1fCNHjoRKpVJfnjx5ouUzZ0xLbdoA794B//wD3L4tdTRMS2ZmSduZLV9OM0ssDVu3Aol/Vxs1kjYWppOtW2lbk2fPqEWW3Elas9S/f/90V57lz58fV65cwYsXL1Lc9/LlSzins/N0bGws2rVrhwcPHuDIkSPpbkdSoUIFWFpa4u7du6iQyv5D1tbWsLa2TvM8jGWqwoWB5s2BXbto5/Uvkn5m+Lp0oSm4Hj2kjsTACQHMnk3X+/XjdgEy9OIFrQJNSABu3gQKFZI6ooyTNFlydHSEo6Njusd5e3tDpVLh3LlzqFy5MgDg7NmzUKlUqFatWqo/l5go3b17F0ePHkXu3LnTfazr168jNjYWrq6umj8RxrLCoEGULJ07x3vHyVD27NRbcfRo4OFDYP9+qSMyUKdPU22etTXQp4/U0TAdLFoExMRQXb4xJEqATGqWihcvjkaNGqFXr144c+YMzpw5g169eqFZs2bJVsIVK1YM27dvBwDExcWhTZs2CA4Oxrp16xAfH4+wsDCEhYUhJiYGAHDv3j1MnDgRwcHBePjwIfbu3Yu2bduifPnyqF69uiTPlbFU1aoFHD1KyRInSrKkUAArVwIHDnCtfqr++IO++vryHjEy9OkT/fu2twcGD5Y6mswjm7+469atQ+nSpeHj4wMfHx+UKVMGf/31V7Jjbt++DZVKBQB4+vQpdu3ahadPn6JcuXJwdXVVXxJX0FlZWeHw4cNo2LAhihYtioEDB8LHxweHDh2CuZwbQjDjpFAAtWtTovT6NX10Y7Li5ka7dgDAggXSxmKQnj8Hjh+n63Ju92zC1q6lHrpFiwLprJWSFYUQXGqYUZGRkVAqlVCpVOnWRDGWYRMmADNmAIsXUyEMk5XLl6lePzoaOHUK4MW0n/nlF2DNGnqXXbFC6miYlhISqAHrzZvArFnyGFnS9P1bNiNLjLH/WFsDHz7QXyP+rCM7ZcvS9g9PngDz5kkdjQF5+5YSpIiIpOE3Jiv791OiZGcH9OwpdTSZi5MlxuSmd2+qFr5yBTh8WOpomA6GDKGvS5fSRqMMSS9G6dJAgwZSR8N0MGsWfe3Vi2qWjAknS4zJTc6cwI8/0vXEv05MVpo0ocWNhw9T3mvyYmKShtkGD+YmlDIUEgIcOUJ9RBN7ihkTTpYYkyM/Pyr03r+fNh1jsmJmBkyaRG8u334LxMVJHZHENm6k4m4XF6BjR6mjYTpI/NzWti3w2darRoOTJcbkqEAB4Lvv6HpiAz8mKwoFMHMmFXlv2SJ1NBISIumddsAAqsljsvL0KbBhA11PnGI2NpwsMSZXQ4fS13XrAA33SGSGw9YW6N+frs+cacK1+nfv0hY+2bJxE0qZWrCARkdr1gQqVpQ6Gv3gZIkxuapaFahWjeo9uGmPLPXrR0nTxYvUb9Qk5cxJSwO3bAFy5ZI6GqaDmBjAysp4R5UATpYYk7fEv0579pjw0IR8OToC3bvT9ZkzpY1FEteuUafOQYOAhg2ljobpaPZs4NEjoFkzqSPRH06WGJOzli2BzZtpC5SvbDbNDN/gwUm1+levSh1NFvv9d5q/+fiRt/CRORcX4/4VGvFTY8wEmJsD5coB3t40JWfyy6rkp2DBpG0hfv9d2liy1LNnwN9/0/Vff5U2FsbSwckSY3Ln5kZj4A8eANu2SR0N00FirvD337SyyCTMmwfExgI1atD29IwZME6WGJO7bNmoUhgw8WVV8lW5Mq0kiosD5s6VOposIERS9/nEVZ2MGTBOlhgzBv36ATY2QHAwEBgodTRMB4mjS0uWACqVtLHonUJBW9Pv3m3cVcFG7K+/gNevpY4i63CyxJgxyJMnaVnViRPSxsJ00qQJULw4EBVF26QZrZgY6q1kbk6JkjFXBRupy5eBLl2oN67RJ/b/4X+ljBmLUaOA69eBMWOkjoTpwMwsaUZq7lzKKYzS+vVA0aJJHTmZ7CS2uWjaFFAqpY0lq3CyxJixcHcHSpSQOgqWAZ07A66utFAscfsIo5KQAMyYQTVLxriBmAkQAvD0pCTJlBYxcrLEmDG6dQsIDZU6CqYla2tg4EC6Pm+eEdbq79kD3LgB2NsDvXtLHQ3TgUIB/PYb7XtcvrzU0WQdTpYYMza//UYjTNOmSR0J00GfPoCHBzWo3LtX6mgy2d27tC9Gnz6mM39jRF69AsaNA16+pEW4poSTJcaMTdWqNCSxfDn9dWOy4uAAdOhANUvTp0sdTSYbPBh4+NC05m+MyPz5wMSJSU1UTQknS4wZm/r1gQoVqD7EqJdVGS8/PxqAOXECOHVK6mgyyebNQGQkFWU5OkodDdPSu3eULAHAL79IG4sUOFlizNgoFLQiLiYGmDWL/soxWXFzo6XZgJE0qbx6FWjXjiqDTWWtuZFZuhR4+xYoXBj47jupo8l6nCwxZoyaN6dNx968AZYtkzoapoPhw4EcOWhA5to1qaPJoBkz6Gu9elyrJEPR0fS5CwCGDaMWWaaGkyXGjJG5Of1VA2h31uhoaeNhWitUCGjcmK7LulZfCKpYz5EDGDFC6miYDtato9Vvbm6Ar6/U0UhDIYTRLU7NcpGRkVAqlVCpVLC3t5c6HMZIdDS12H3+nEaXevaUOiKmpUuXqPzMzIwWkhUoIHVEGfDuHSVMTHaePQP++IP+/fXtK3U0mUvT928eWWLMWFlbA0OG0PUZM4D4eGnjYVorXx5o2JBq9RO7JssWJ0qylJAAfPMNDVAbW6KkDU6WGDNmP/0E5MpFwxJbt0odDdPByJE0qxobK8MmlbNnAwsXAh8/Sh0J04EQQI0atDPNy5dSRyMtTpYYM2Y5clBLaDMzYMoUGb7bspo1qTXR8uW00FE23r6lDob9+wOHD0sdDdPBvn3A6dOAvz/vd2ziT58xEzBgALXbvXyZtptgsqJQ0LZ/sjN/PtUplSlDO64yWRECmDyZrv/8M5A7t7TxSI2TJcaMXa5c9NcOACZN4tElpn9RUVQRDACjRslsSIwBQGAgjSpZW1PjdVPHyRJjpmDwYPqrd/YscPKk1NEwY7d4MRARARQpArRpI3U0TAeTJtHXHj2o6bqps5A6AMZYFnBxoWY9np5A9epSR8OM2YcPSUv3EqvTmawEBVGZmYVFUrs2UyebkaW3b9/C19cXSqUSSqUSvr6+iIiISPNnunXrBoVCkexStWrVZMdER0djwIABcHR0RPbs2dGiRQs8ffpUj8+EMYn4+QEtW9KyqtBQqaNhGZSQIHUEqUjcwPmbb4DOnaWOhukgsVapY0cgXz5pYzEUskmWOnXqhJCQEOzfvx/79+9HSEgIfDVoJdqoUSOEhoaqL3v37k12v5+fH7Zv344NGzbg5MmTePfuHZo1a4Z47knDjNGxY7S5U/fuUkfCdHTqFFCrFjBnjtSRfMWnT8D06XR9zBjA0lLaeJjWLlygdSBmZvQrZEQW03A3b97E/v37cebMGVSpUgUAsGzZMnh7e+P27dsoWrRoqj9rbW0NFxeXr96nUqmwYsUK/PXXX6hfvz4AYO3atfDw8MChQ4fQsGHDzH8yjEkpb17q6P3kCdUv/ff/icnHrVvA8ePA7dtUt29rK3VEn1m1iv59ubsD3bpJHQ3TQWKtUqdO9LmKEVmMLAUFBUGpVKoTJQCoWrUqlEolTp8+nebPHjt2DE5OTihSpAh69eqF8PBw9X0XLlxAbGwsfHx81Le5ubmhVKlSaZ43OjoakZGRyS6MyUKBAknb2U+cKG0sTCddutDUyIsXtBO8Qbl1i74OH04LCpisXL4M7NhBixdHj5Y6GsMii2QpLCwMTk5OKW53cnJCWFhYqj/XuHFjrFu3DkeOHMGsWbNw/vx51K1bF9H/bSoaFhYGKysr5MyZM9nPOTs7p3neqVOnqmunlEolPDw8dHxmjElg1CgaY9+7FwgOljoapiVLS/oVAjTj9emTtPGo7d0LtG4NXL1KS6iY7CSOKrVvDxQrJm0shkbSZGn8+PEpCrC/vAT/98dc8ZU+HUKIr96eqH379mjatClKlSqF5s2bY9++fbhz5w72pNOYL73zjhw5EiqVSn158uSJhs+YMQNQqFBS4S2PLslSt26AhwctPLtyRepoAMTE0MZhtWsD164Z2Nwg01SXLkDlyjyq9DWS1iz1798fHTp0SPOY/Pnz48qVK3jx4kWK+16+fAlnZ2eNH8/V1RX58uXD3bt3AQAuLi6IiYnB27dvk40uhYeHo1q1aqmex9raGtY8xMzkbPRo2sugUiVqUslNA2XFygrYto0WnG3bRk2ybWwkDGjNGuDRI2pR0bKlhIEwXX38CDRvTheWkqQjS46OjihWrFiaFxsbG3h7e0OlUuHcuXPqnz179ixUKlWaSc2XXr9+jSdPnsD1vw5bXl5esLS0REBAgPqY0NBQXLt2TavzMiY7RYtShbC1NU+ZyJSXF+Ul/fvTan3JCAGUKwc0bEhNeXhUSXauXQPc3IAJE7jBf6qETDRq1EiUKVNGBAUFiaCgIFG6dGnRrFmzZMcULVpUbNu2TQghRFRUlBgyZIg4ffq0ePDggTh69Kjw9vYW33zzjYiMjFT/TJ8+fYS7u7s4dOiQuHjxoqhbt64oW7asiIuL0zg2lUolAAiVSpU5T5axrHDrlhBmZkIAQpw/L3U0TAeLFtGvz9VViA8fJApi2TIh6tYVIihIiIQEiYJgGdGmDf07atNG6kiynqbv37Io8AaAdevWoXTp0vDx8YGPjw/KlCmDv/76K9kxt2/fhkqlAgCYm5vj6tWraNmyJYoUKYKuXbuiSJEiCAoKgp2dnfpn/vjjD7Rq1Qrt2rVD9erVkS1bNuzevRvm3HWWGbuiRWl9MAAMHSptLEwnP/5I3SBCQ4ElSyQIICYG+O034MgR4MwZns6VoStXgC1b6Fc3bpzU0RguhRA86JZRkZGRUCqVUKlUsLe3lzocxjR35w4lTQD1XapcWdp4mNaWLQN++glwdgbu3weyZcvCB//zT2r25OoK3LvHU3AyVKcO9apt1w7YuFHqaLKepu/fshlZYozpQZEiQNeudH3sWGljYTrp1o22/HvxgvavzTKfPiXtizFqFCdKMnTxIiVKAG3jx1LHyRJjpm7sWNox88AB4ORJqaNhWrK0TNqWYvp04P37LHrg2bOBp0+pW3fPnln0oCwzJX4+6tSJavRZ6jhZYszUFShAxS8AbwYlU76+QMGCwMuXVEKkd+/fA/Pm0fUBAyTuW8B0cepU0h5wXKuUPk6WGGPA//5HzXuOHaNiXSYrFhZJNfpLlwIREXp+wPnzad7P0xPw89PzgzF9SPz30ro1zcaztHGyxBijdtB9+gAdOlClMK/7kJ1evYASJYC3b2mGTG8iImi+D6DGPFZWenwwpg+JixctLYGZM6WORh44WWKMkTlzgKZNgcaNgX/+kToapiVzc9q9Jn9+oHhxPT7QzJmUMJUsmdR6gsmGEEnF3L17078Xlj5OlhhjRKGgVr5PntDqpvh4qSNiWmrdmhqzd+yopwd48YKSaoB2XeV+dLKzcydw7hy1mPjf/6SORj44WWKMJRk+HHBwoKRp/Xqpo2FaUiiSZsXCwym3yVRTptDuvZUq8R5wMhQfn7RJrp8fzbgzzXCyxBhLkjMn7e8F0LrimBhp42E6WbOGFjmOGpWJJ330iJpQApQ0cbdu2Vm7Frhxg/6b//qr1NHICydLjLHkBg6k3eMfPKClVUx2Chem1f3+/sDNm5l00vHjKXmuUweoVy+TTsqySnR0UouAESNoAJlpjpMlxlhy2bPTX1OAeui8eydtPExr3t40S5Y/P/VeyrAbNyjzAnhUSaaWLqXBQVdXoH9/qaORH06WGGMp9elDXQ4BYNYsaWNhOlm2jEaVatbMhJMlLp9q2RKoWjUTTsiyUlQUDRgDNLuepfsHGglOlhhjKVlb0wgCQEvFM71SmOlbnjxJxd63bmWgddbJk8CuXbTyLbG/EpOVz3sp9eghXRxyxskSY+zr2ralVU/v31MDHyZLP/9MzSp37dLxBCEh1L2wRw+gaNHMDI1lgefPkwaHt26lXyXTHidLjLGvUyiAGTPo+qJFwJ070sbDdJIrF40qDRsGxMZq+cPbtgGXLwNHj3LCLFOTJ1O3B29v4LvvpI5GvjhZYoylrnZt+isLJLUUYLIyfDhNyd25AyxZosUPxsTQ+vLly4FDh7gpj0yNGUMliDNncl1+RnCyxBhL24oVVK+ycycQGCh1NExL9va0hRtAq/9VKg1/cNEi4P59aiMxZIi+wmN6NHMmtQxYvBioXl3qaOSNkyXGWNqKFwd++omuDx4MJCRIGw/TWq9eQLFiwOvXSXX7aXrzBhg0iK7/9huQI4de42OZLyCABoNLl9YiQWap4mSJMZa+8eMBOzvg4kVg9Wqpo2FasrBIWhE1dy7w8GE6P/B5fVL37voKi+lJfDx9rgGAnj0BpVLaeIwBJ0uMsfQ5OSX99f3xR1ohx2SlaVNqvu3sTM3ZU3XrFrBwIV0/eJA3y5WhvXtpe8dcuahmiWUcJ0uMMc0MGQLky0fXE1fJMdlQKIC//gImTQK6dQNOnUrlwKFDgbg4oHlzoEGDrAyRZZJmzYA9e4AFC2gfOJZxnCwxxjRjZwf8/jtdnzEDePxY2niY1r75Bjhxgn51Awd+pfzswAF6l7WwSPpdM9lRKIAmTYCOHaWOxHhwssQY09z339P+GZm26RjLapMm0Qq5ixeBVau+uPP9e+ozMGAAUKSIJPEx3T15wv8t9UUhhM5N8Nl/IiMjoVQqoVKpYG9vL3U4jOlXWBiQOze3Apax2bNpVtXJifovKZUAzp8HypShteYAZVRMNoSg0aQzZ2i6tVkzqSOSB03fv3lkiTGmHRcXTpRkrn9/2slm4EDg9GnQ3n/16wOlSgEREZwoydCuXcD+/dStm3elyXycLDHGmImxsqI31jVrqI777U/DgchIGmL65hupw2Na+vgR8POj60OGAIULSxqOUeJkiTGWMffvc6GEDOXKBZQsCbSL/xs5d/3XO2vhQm4VIEPTp1PvLHd3YPRoqaMxTpwsMcZ0t2oVveP++qvUkTAd/DEzDqMUUwEArwpWAapUkTgipq3bt4Fp0+j67NlA9uzSxmOsOFlijOmueHHg0yfq6n3ihNTRMC3l+2chSolreIOcqBW5GxERUkfEtCEETaNGR9NnljZtpI7IeHGyxBjTXdWqtPFYrVq05JzJx/Pn6vbOU+ym4cbLPNyXR2a2bwfu3qW2WMuXU38lph+cLDHGMmbePODoUSqaWL5c6miYpkqXBqKigCpVUHxWTwDUk/L8eYnjYhqJiqLVjAAwYgR9bmH6I5tk6e3bt/D19YVSqYRSqYSvry8i0hkzVigUX73MTNxREkDt2rVT3N+hQwc9PxvGjIiNDRAYCDRuTH+979+XOiKWnj17gDdv6Ppvv6FHLzP88ANN6/z0E+12wgzb1KnAs2dAgQLAqFFSR2P8ZJMsderUCSEhIdi/fz/279+PkJAQ+Pr6pvkzoaGhyS4rV66EQqHA999/n+y4Xr16JTtuyZIl+nwqjBmfWrVol9aPH4EJE6SOhqXl3bukjoVDhqj3f5s1i1bIhYQAc+dKFx5LX1wcrano3ZsWMNraSh2R8bOQOgBN3Lx5E/v378eZM2dQ5b/VGsuWLYO3tzdu376Noql04HJxcUn2/c6dO1GnTh0UKFAg2e3ZsmVLcSxjTAsKBfDnn3SZMAFQqf5rC80MztixSdc/S2ydnICZM4EePWgv3WbNuLmhIYqNBapXp4HcuXMBa2upIzINshhZCgoKglKpVCdKAFC1alUolUqcPn1ao3O8ePECe/bsQY8ePVLct27dOjg6OqJkyZIYOnQooqKi0jxXdHQ0IiMjk10YM3lFigCTJwP/+x9d595Lhufq1aRho337Uqwz79496Xq/fjQtxwzLzJlUV7ZgAX0mYVlDFslSWFgYnJycUtzu5OSEsLAwjc6xevVq2NnZoXXr1slu79y5M9avX49jx45hzJgx2Lp1a4pjvjR16lR17ZRSqYSHh4fmT4YxY2ZhARw7BoSHJ1WfMsMQE0ONeH75BejbF2jUKMUhCgWtrrK1BQ4fBpYtkyBOlqpbt4CJE+n6nDk0GsiyhqTJ0vjx41Mtwk68BAcHA6Bi7S8JIb56+9esXLkSnTt3ho2NTbLbe/Xqhfr166NUqVLo0KEDtmzZgkOHDuHixYupnmvkyJFQqVTqy5MnT7R41owZMUtLYOVK6gK9YQPwzz9SR8QS/fYb4O8PbN1K77SpKFSIBggBmo57/DhLomMayJkTaNGC8twffpA6GtMiac1S//790115lj9/fly5cgUvXrxIcd/Lly/h7Oyc7uOcOHECt2/fxsaNG9M9tkKFCrC0tMTdu3dRoUKFrx5jbW0Na54oZuzrvLyo+jQiAqhRgzrm8f8XaQUH0/IpgCq509kIeeBAYPNmICiIVsft28c9fAyBszOwaROto+DfR9aSNFlydHSEo6Njusd5e3tDpVLh3LlzqFy5MgDg7NmzUKlUqFatWro/v2LFCnh5eaFs2bLpHnv9+nXExsbC1dU1/SfAGPu6KVOA16+BH3+k1gLr1kkdkemKjga6dQPi44H27TVq82xuTgOE5cpR7yV//+T1TCxr3b5NlxYt6Hte/Zb1ZFGzVLx4cTRq1Ai9evXCmTNncObMGfTq1QvNmjVLthKuWLFi2L59e7KfjYyMxObNm9GzZ88U57137x4mTpyI4OBgPHz4EHv37kXbtm1Rvnx5VK9eXe/PizGjpVAA9+4BO3YAf/9NH4eZNCZOBK5fpwKXBQs0/rFixWjmDqCc98YNPcXH0hQXB3TpArRsyS0dpCSL1gEArVgbOHAgfHx8AAAtWrTAgi/+49++fRuqL5YHbNiwAUIIdPxKH38rKyscPnwYc+fOxbt37+Dh4YGmTZti3LhxMNfDztvx8fGIjY3N9PMaA0tLS7285kxCVapQt7xJk4Cffwa+/RZwc5M6KtMiBNQbvi1eDGgwkv+5wYOBYcPo+oABQEAAYCaLj9jGo3Zt4Nw56sTxRYtAloUUQvDi0IyKjIyEUqmESqWCvb19ivuFEAgLC0u347ipc3BwgIuLi8ZF+0wGYmNpH4aLF6kxzJ49XGyRVd69o337Jk2i6xqUIXzNnTs0HffxIw0S8v5xWSc4GKhUia6PHw+MGydpOEYpvffvRJwsZYL0XuzQ0FBERETAyckJ2bJl42TgC0IIfPjwAeHh4XBwcOB6MWNz4wZQoQLVzrRuTauxmP716EGFRyVLAleuZGhIaNkyYP9+atO0dSttK8f06/17+m9z5w7Qti2wcSN/ztAHTZMl2UzDyVV8fLw6UcqdO7fU4Rgs2/8qFsPDw+Hk5MRTcsakRAka4ViwANi2jepnSpaUOirjtmULJUoKBbBoUYbnznr1Anbvph5MHTtSU0QuMtavoUMpUfrmG2qMz4mStHj2Wc8Sa5SyZcsmcSSGL/E14rouIzR3blITxA4daMt0ph8xMUDu3FQfNnIkULNmppx2+XJaun79Or2RM/3ZupUGZPPmBdasoT37mLQ4WcoiPPWWPn6NjJiZGa0/t7QErl0DmjSROiLjFBsL1K1LzUAvXqRCl0zi5ERv3AANVvF+4/px7x7NoB4/Dvj50a+TSY+TJaYzhUKBHTt2SB0Gkwtn56Q375MnqQiDZa4xY4BTp2gY6NOndJtPasvHB8ifn64PHw7cv5+ppzd5MTHUQV2losWk/ftLHRFLxMkSS1V4eDh69+6NvHnzwtraGi4uLmjYsCGCgoIAUOF648aNJY6SycqoUcDo0XS9Z08qPGaZY/9+arVtZkb1Svny6eVh7twBqlWjN/R27ahun2WOz6c358zJ9FyXZQAnSyxV33//PS5fvozVq1fjzp072LVrF2rXro03b94AAFxcXHjbF6a98eOB6tWTlrO/fy91RPJ37x5VXl+5AkyfrteGPJaWtO1f7tw005e4iwrLmA0bgPnz6fru3dRxgxkOTpbYV0VERODkyZOYPn066tSpg3z58qFy5coYOXIkmjZtCiD5NNzDhw+hUCiwbds21KlTB9myZUPZsmXVo1CMqVlYJO8kXaYMNU9kuvnwgVoyRETQO+zAgXp/SA8P6rlUvDgwYQKVozHd3blDA60A1eQ3ayZtPCwlTpaymBD0QVqKizbvRzly5ECOHDmwY8cORGsxzj569GgMHToUISEhKFKkCDp27Ii4uDgdXilm1MqVAwID6fr9+8Aff0gajmwJQev6r1yhmrAtWwArqyx5aB8fmoYDgD59qIEi042HB72WderQ7jTM8HCylMU+fABy5JDm8uGD5nFaWFjA398fq1evhoODA6pXr45Ro0bhSjo1JkOHDkXTpk1RpEgRTJgwAY8ePcK///6bwVeNGaWaNZOKNH79leptmHYWLKAhHgsLYPNmasqThcaMoc1do6OB774DXr7M0oeXvfh42vftzBkqM9uzh36VzPBwssRS9f333+P58+fYtWsXGjZsiGPHjqFChQrwT2PMvUyZMurriZ24w8PD9R0qk6sZM2j+ISGB+i/dvCl1RPKxdy8lm7lyAbNmATVqZHkIZmbUTqB4cSAyEmjVihbhMc0MHw789Rdtkvv2LTf6NGScw2axbNmorlWqx9aWjY0NGjRogAYNGmDs2LHo2bMnxo0bh27dun31eMvPlm8k9k1KSEjQJVxmChQKYOFC4PZt4MQJoHlz4OxZqh5mqbtyBWjfntaat25Nu9xKRKmkEZEKFYDTpwF3dyA8nDfcTc+MGZTjAtTpIWdOaeNhaeN/zllMoQCyZ5fmkhk9H0uUKIH3vHqJZSYrK2pZnD8/repq04aaK7KvCw2lCuB376jIZeFCyffC8PSkcikAeP06U3thGqWAABpVAui1Sqz9YoaLkyX2Va9fv0bdunWxdu1aXLlyBQ8ePMDmzZsxY8YMtGzZUurwmLHJk4fWS9vbAw0bcuFGWhYsAJ48AYoWpSQziwq601OvHrXRAoDffkta3cWSu3w5eWeHsWOli4Vpjv8isa/KkSMHqlSpgj/++AP37t1DbGwsPDw80KtXL4xK/IvIWGYqVYpGlhwdqfBl0ybA11fyUROD89tvlEz6+hrc3M3kyTQz+PvvwIoVVIvTvLnUURmOt2+BtWtpa8RatYADB/ift1wohOAGJxkVGRkJpVIJlUoFe3v7ZPd9+vQJDx48gKenJ2xsbCSKUB74tWIAaIlQw4bA4cPAlCnUeMbUJSTQ1KQMmsDGxwPlywNXrwI2NsDBg5LUnhucsDBKkBo0AAoXplVwBpbrmqS03r8/x9NwjDHDYm6etNHuqFHAsmXSxiO1hASgd28aotGm/4dEzM2ps3fz5jRA2KULl6C9ekVJ0p07tMdxp06cKMkNJ0uMMcMzeDDwv/8Brq7UUXX1aqkjkoYQtJvq8uU00nbqlNQRacTCgvZJbt+eStECAqhWxxRFRNBA6bVrgJsb/Rrz5JE6KqYtrllijBmmiRPpXcbHB/j4kZKmvn2ljirrCEFtAXbsoMKW1atpeEImbG1pv7Njx6hhZY4cwKFDNEVnSvr0oZG2PHkoUSpYUOqImC54ZIkxZpgUCtpw96ef6Pt+/ahy2BTEx9Pz/m/vRSxfDvzwg6Qh6apcOUqQ3ryhFXOhoVJHlLVmzACqVKFEsVgxqaNhuuKRJcaY4VIoaN+47Nmp2PvXX2mEaexY411GFBOTVMhtZgYsWgT8+KO0MWWAgwOt+mrUCKhYkb7+8QdQt67UkenP8+dUp5UvH5A3LxAUZLz/XE0FjywxxgybQkFr0idNou/Hj6fWx8bYGV6lSipuB4D166m4W+aUSto3OT6emo83bkxb2Rmjq1eBqlXp1xgRQbdxoiR/nCwxxuRh9GgakihenNajt2lDo0zG4skT4NtvqbAlRw5gyRKjau1sZQXMnk0NGWNiaMBsyRIqzTIWAQE0c/zkCSWGKpXUEbHMwskSY0w+/PwAf38apti+HWjblhrYyF1gIM3XXLsGuLgAx48n1WoZERsbWiU3axbluX36AN27y3/zXSGAmjVpLUJiw8nTp2kajhkHTpYYY/JSuTJw5AglFwkJQJky9L1crVhB77KJzpwx6iVj5ubAoEFA5850ffVqmqY7f17qyHTz8SNt7XLiBH3frBnVaOXKJW1cLHNxssQYk5/q1WkUJjwcePmSltSvWyd1VNp5947W1l+/TvNS331H3QtNYDhCoQB++YWSCgsLevqVKwPbtkkdmXZu3wayZQNWrqRa/A4dgJ07ZdFonWmJkyWWprCwMAwYMAAFChSAtbU1PDw80Lx5cxw+fFjq0Jips7OjJo3dugG5cwO1a1Py8fChxIFpICiI1tR37Ejr6VevBrZsoedhQurVo/KzRN9/D/ToQXmkIROCFmZ+3grgwAGqxzfjd1WjxL9WlqqHDx/Cy8sLR44cwYwZM3D16lXs378fderUQb9+/aQOjzHqfLhyJRASQo18unShDXkNteP327fAwIFAtWq0aXDevDQH1aWLyb7L1qkDREcDw4fTiNPKlUDZslQsbYj+/ZdmTT9v+XXzJlC/vnQxMf0zzf+dTCN9+/aFQqHAuXPn0KZNGxQpUgQlS5bE4MGDcebMGQDA48eP0bJlS+TIkQP29vZo164dXrx4oT7H5cuXUadOHdjZ2cHe3h5eXl4IDg6W6ikxY6RQ0D4S2bJR97/372loomlTqrI1BEIAW7dSIcv8+XRb8eK0B8i330obmwGwsgKmTQOOHgU8PID79ykh6dTJcOr3P32i7hWlSlGDSWtrajIfE8PNJk0BJ0tZTQj6Yy7FRYs1um/evMH+/fvRr18/ZM+ePcX9Dg4OEEKgVatWePPmDQIDAxEQEIB79+6hffv26uM6d+4Md3d3nD9/HhcuXMCIESNgaWmZKS8lY8kULEirynbupB1L9+6l2iZXV+DRI+niuniRpgjbtEm6bdcu4MYN6tjI1GrVolK0gQNpoG39evr1FSwIREZKE1N8PC3ALFIEGDOGRsEaNKA4x4wB+M+ZiRAsw1QqlQAgVCpVivs+fvwobty4IT5+/Eg3vHsnBKUtWX95907j53T27FkBQGzbti3VYw4ePCjMzc3F48eP1bddv35dABDnzp0TQghhZ2cn/P39NXrMFK8VY7p6+lSIggWT/u137CjE4MFC3LyZtXEkJAhRtizFYGsrxNixQkREZG0MMnXhghBeXkm/QgcHIcaNE+L166x5/JgYIQYOTP4n1N1diL//pl8rMw5pvX9/TjYjS5MnT0a1atWQLVs2OGj4aUwIgfHjx8PNzQ22traoXbs2rl+/nuyY6OhoDBgwAI6OjsiePTtatGiBp0+f6uEZyIv4bxRKkUbr2Zs3b8LDwwMeHh7q20qUKAEHBwfcvHkTADB48GD07NkT9evXx7Rp03Dv3j39Bs4YAHzzDRWXBAZSu+jChakjYvHiNL/j709DBJktMpKKbhYupO8VCmoq1LkzLZ2aMIFqlFi6KlSgLgqdOtE0V0QEvXzu7rT7y4oV+mlo+eABrRmwsgLmzUu6feZMGrDs2JE7cpsi2SRLMTExaNu2LX7++WeNf2bGjBmYPXs2FixYgPPnz8PFxQUNGjRAVFSU+hg/Pz9s374dGzZswMmTJ/Hu3Ts0a9YM8fHx+ngaVFfx7p00l2zZNA6zcOHCUCgU6qTna4QQX02mPr99/PjxuH79Opo2bYojR46gRIkS2L59u/avG2O6qFmTpuMaNwZatqR3uYAA6oRoY0Pr1lesAJ490/0xrl4Fhg6lYpY8eWg517hxVMwC0JKvtWupGIdpxcKCOkJcv07bo5QrR32NVq2i3kb58gFduwInTya93Lp4+JCSoUqVgAIFkq8PqFCBEqihQ2k9ATNNCiH0kZvrj7+/P/z8/BCRuOlOKoQQcHNzg5+fH4YPHw6ARpGcnZ0xffp09O7dGyqVCnny5MFff/2lrrN5/vw5PDw8sHfvXjRs2FCjmCIjI6FUKqFSqWBvb5/svk+fPuHBgwfw9PSEjY2N9k9YQo0bN8bVq1dx+/btFHVLEREROH/+PBo3bowHDx6oR5du3LiBkiVL4vz586hYsWKKc3bs2BHv37/Hrl27Utwn59eKycTDh7TPxsyZKe+zsqKq3dGjqWD83buk5pAODjQy9PAhFbFs2ABcuPD1/emKFqWhiQEDaANglmmEoG4RNWqkfkyvXsClSzT6lC0bJVROTnRfdDTlxY8e0eXKFaqxd3Ki6wDVStWuTeVuQ4bwQKCxS+v9Oxl9zwdmtlWrVgmlUpnucffu3RMAxMWLF5Pd3qJFC9GlSxchhBCHDx8WAMSbN2+SHVOmTBkxduzYVM/96dMnoVKp1JcnT55oXrMkI/fv3xcuLi6iRIkSYsuWLeLOnTvixo0bYu7cuaJYsWIiISFBlC9fXtSoUUNcuHBBnD17Vnh5eYlatWoJIYT48OGD6Nevnzh69Kh4+PChOHnypChYsKAYNmzYVx9Pzq8Vk5nYWCG2bROiVKnMqwkcNUqI48e5oCWLREVR/VCtWkLkyZOxX1379kLUrSvE4sVCvHgh9TNjWUnTmiWLrMndsl7Yf+tNnZ2dk93u7OyMR/+tjAkLC4OVlRVy5syZ4piwNNarTp06FRMmTMjkiA2Pp6cnLl68iMmTJ2PIkCEIDQ1Fnjx54OXlhcWLF0OhUGDHjh0YMGAAatasCTMzMzRq1Ajz/1sabW5ujtevX6NLly548eIFHB0d0bp1a5N47ZiBs7CgjtnffUffP30KLFsGvHhBK0d37Up7+VWJEnTc2LE01VeoUNbEzdRy5KD6oY4daYBvwwbgwwdg376vdwLPnZsGDh0cgNevaXFimTJ0KV2aBwFZ2iRNlsaPH5/uG2dq0zma+rKmRqRSZ6PNMSNHjsTgwYPV30dGRiYrcjYmrq6uWLBgARYsWPDV+/PmzYudO3d+9T4rKyusX79en+Exljnc3al6mMmSmRkVggNUy8RYZpM0Werfvz86dOiQ5jH58+fX6dwuLi4AaPTI1dVVfXt4eLh6tMnFxQUxMTF4+/ZtstGl8PBwVKtWLdVzW1tbw5o3/2GMMcZMgqTJkqOjIxwdHfVybk9PT7i4uCAgIADl/yvSjImJQWBgIKZPnw4A8PLygqWlJQICAtCuXTsAQGhoKK5du4YZM2boJS7GGGOMyYtsapYeP36MN2/e4PHjx4iPj0dISAgAoFChQsiRIwcAoFixYpg6dSq+++47KBQK+Pn5YcqUKShcuDAKFy6MKVOmIFu2bOj033itUqlEjx49MGTIEOTOnRu5cuXC0KFDUbp0adTnjX4YY4wxBhklS2PHjsXqz5pfJI4WHT16FLVr1wYA3L59GyqVSn3MsGHD8PHjR/Tt2xdv375FlSpVcPDgQdjZ2amP+eOPP2BhYYF27drh48ePqFevHvz9/WFubp41T4wxxhhjBk12fZYMkbH2Wcpq/FoxxhjLSpr2WZJNB2+545w0ffwaMcYYM0ScLOmZ5X9bUn/48EHiSAxf4mtkydt4M8YYMyCyqVmSK3Nzczg4OCA8PBwAkC1btnT7PJkaIQQ+fPiA8PBwODg4cL0YY4wxg8LJUhZI7PmUmDCxr3NwcFC/Vowxxpih4GQpCygUCri6usLJyQmxsbFSh2OQLC0teUSJMcaYQeJkKQuZm5tzQsAYY4zJDBd4M8YYY4ylgZMlxhhjjLE0cLLEGGOMMZYGrlnKBInNFCMjIyWOhDHGGGOaSnzfTq8pMidLmSAqKgoA4OHhIXEkjDHGGNNWVFQUlEplqvfz3nCZICEhAc+fP4ednV2mNpyMjIyEh4cHnjx5kuaeNaaKX5+08euTNn590savT+r4tUmbnF4fIQSioqLg5uYGM7PUK5N4ZCkTmJmZwd3dXW/nt7e3N/h/cFLi1ydt/PqkjV+ftPHrkzp+bdIml9cnrRGlRFzgzRhjjDGWBk6WGGOMMcbSwMmSAbO2tsa4ceNgbW0tdSgGiV+ftPHrkzZ+fdLGr0/q+LVJmzG+PlzgzRhjjDGWBh5ZYowxxhhLAydLjDHGGGNp4GSJMcYYYywNnCwxxhhjjKWBkyUDtmjRInh6esLGxgZeXl44ceKE1CEZhOPHj6N58+Zwc3ODQqHAjh07pA7JoEydOhWVKlWCnZ0dnJyc0KpVK9y+fVvqsAzC4sWLUaZMGXWzPG9vb+zbt0/qsAzW1KlToVAo4OfnJ3UoBmH8+PFQKBTJLi4uLlKHZVCePXuGH374Ablz50a2bNlQrlw5XLhwQeqwMoyTJQO1ceNG+Pn5YfTo0bh06RJq1KiBxo0b4/Hjx1KHJrn379+jbNmyWLBggdShGKTAwED069cPZ86cQUBAAOLi4uDj44P3799LHZrk3N3dMW3aNAQHByM4OBh169ZFy5Ytcf36dalDMzjnz5/H0qVLUaZMGalDMSglS5ZEaGio+nL16lWpQzIYb9++RfXq1WFpaYl9+/bhxo0bmDVrFhwcHKQOLcO4dYCBqlKlCipUqIDFixerbytevDhatWqFqVOnShiZYVEoFNi+fTtatWoldSgG6+XLl3ByckJgYCBq1qwpdTgGJ1euXJg5cyZ69OghdSgG4927d6hQoQIWLVqESZMmoVy5cpgzZ47UYUlu/Pjx2LFjB0JCQqQOxSCNGDECp06dMspZEB5ZMkAxMTG4cOECfHx8kt3u4+OD06dPSxQVkyuVSgWAkgKWJD4+Hhs2bMD79+/h7e0tdTgGpV+/fmjatCnq168vdSgG5+7du3Bzc4Onpyc6dOiA+/fvSx2Swdi1axcqVqyItm3bwsnJCeXLl8eyZcukDitTcLJkgF69eoX4+Hg4Ozsnu93Z2RlhYWESRcXkSAiBwYMH49tvv0WpUqWkDscgXL16FTly5IC1tTX69OmD7du3o0SJElKHZTA2bNiAixcv8gj2V1SpUgVr1qzBgQMHsGzZMoSFhaFatWp4/fq11KEZhPv372Px4sUoXLgwDhw4gD59+mDgwIFYs2aN1KFlmIXUAbDUKRSKZN8LIVLcxlha+vfvjytXruDkyZNSh2IwihYtipCQEERERGDr1q3o2rUrAgMDOWEC8OTJE/zyyy84ePAgbGxspA7H4DRu3Fh9vXTp0vD29kbBggWxevVqDB48WMLIDENCQgIqVqyIKVOmAADKly+P69evY/HixejSpYvE0WUMjywZIEdHR5ibm6cYRQoPD08x2sRYagYMGIBdu3bh6NGjcHd3lzocg2FlZYVChQqhYsWKmDp1KsqWLYu5c+dKHZZBuHDhAsLDw+Hl5QULCwtYWFggMDAQ8+bNg4WFBeLj46UO0aBkz54dpUuXxt27d6UOxSC4urqm+NBRvHhxo1iYxMmSAbKysoKXlxcCAgKS3R4QEIBq1apJFBWTCyEE+vfvj23btuHIkSPw9PSUOiSDJoRAdHS01GEYhHr16uHq1asICQlRXypWrIjOnTsjJCQE5ubmUodoUKKjo3Hz5k24urpKHYpBqF69eoo2JXfu3EG+fPkkiijz8DScgRo8eDB8fX1RsWJFeHt7Y+nSpXj8+DH69OkjdWiSe/fuHf7991/19w8ePEBISAhy5cqFvHnzShiZYejXrx/+/vtv7Ny5E3Z2duoRSqVSCVtbW4mjk9aoUaPQuHFjeHh4ICoqChs2bMCxY8ewf/9+qUMzCHZ2dilq27Jnz47cuXNzzRuAoUOHonnz5sibNy/Cw8MxadIkREZGomvXrlKHZhAGDRqEatWqYcqUKWjXrh3OnTuHpUuXYunSpVKHlnGCGayFCxeKfPnyCSsrK1GhQgURGBgodUgG4ejRowJAikvXrl2lDs0gfO21ASBWrVoldWiS+/H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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot the data to see the gaps\n", + "plt.plot(df[\"x\"], df[\"y\"],color=\"b\")\n", + "plt.plot(df[\"x\"], df[\"z\"],color=\"r\")\n", + "plt.xlabel(\"Radians\")\n", + "plt.ylabel(\"Sin & Cos\")\n", + "plt.title(\"Data with Gaps\")\n", + "plt.legend([\"Sin\",\"Cos\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can see there are still gaps where the NaNs are present.\n", + "Use one of the pandas methods to fill in the missing data.
\n", + "You could fill in a default value, fill in a mean, or do simple interpolation.
\n", + "You can do some web searching on different ways to fill in missing data in pandas.
\n", + "https://pandas.pydata.org/pandas-docs/stable/user_guide/missing_data.html#interpolation

\n", + "Fill in the missing values and save this as a new DataFrame called dfi." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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xyz
00.0000000.000000e+001.000000
10.0062896.289433e-030.999980
20.0125791.257862e-020.999921
30.0188681.886693e-020.999822
40.0251582.515525e-020.999684
............
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9986.276896-6.289433e-030.999980
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\n", + "
" + ], + "text/plain": [ + " x y z\n", + "0 0.000000 0.000000e+00 1.000000\n", + "1 0.006289 6.289433e-03 0.999980\n", + "2 0.012579 1.257862e-02 0.999921\n", + "3 0.018868 1.886693e-02 0.999822\n", + "4 0.025158 2.515525e-02 0.999684\n", + ".. ... ... ...\n", + "995 6.258027 -2.515525e-02 0.999664\n", + "996 6.264317 -1.886730e-02 0.999822\n", + "997 6.270606 -1.257862e-02 0.999901\n", + "998 6.276896 -6.289433e-03 0.999980\n", + "999 6.283185 -2.449294e-16 1.000000\n", + "\n", + "[1000 rows x 3 columns]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfi = df.interpolate()\n", + "dfi" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's visualize your new DataFrame with the NaNs filled in. Run the cell below.
\n", + "Feel free to try filling in the missing data a few different ways and seeing what the plot looks like.
\n", + "Choose the one that looks best." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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tWtGlZEkefTKwuDhg/35g0yYgMJD+P6dFoaCESuXVK7pcuQKoBi5tbYFq1YAWLYD27QEXF8PGzxhjkktKAk6dohfSf/8FHjxI+1xLS8DGJvmLaSYz6WQJoOm6T6lmHT+9PrVzPr/uU2PGjMGwYcPUX0dHR8PDw0Mf4Sa3cCFdEhKA9+9pWu7BAxq6OH8eCAmhYY2LF+kyYQINV/TvD3TuDDg46D8mM3brFrBgAbBuHfDmjeb6LFlodKhCBRoxKlYMcHMDcucG7OzonKQkSpKePwcePaJk6dIlGpF6+hQ4dIguQ4cC9evTr7BpU5q+Y4wxkxERASxbBqxYQS9+KlZWwPff03B76dJA8eKAuzvNnNjbSxevKjypAzAkNze3FCNEkZGRsLKyQq5cubSe8/lo06dsbW1ha2ur/4DTYmVF87TZswPffEPvpiovXgC7dgHbt9Mwx+XL9E47ciQwYAAwfDi9a7MMO34cmD4d2LdPc52bG40CtWpFM6Ff+nOwsKBfQ+7clFA1aULXC0FJ2L59NNJ05gwd79tHv+qhQ2nUOTP/3BhjTO/u3AGmTgU2bNDUKGTPDrRsCbRpA9SqZdQf8E36c6u3tzcCAwOTXXfgwAFUrFgR1v9V2qZ1TpUqVTItzq+SOzfQowclTOHhwNy5QNGiVBA3cyZQsCAlTkql1JHKzvnzQKNGQI0alLwoFEDz5sCBA8CTJ8C8eUDNml+XyCgUgKcn4OcHnD4N3L5Nvy4nJ+DuXWDgQBqpWr0aSEzU0wNjjLHM8ugRfeIrXhz4+29KlKpUoSH6yEh6cWvWzKgTJQCAkJGYmBhx8eJFcfHiRQFAzJkzR1y8eFE8evRICCHE6NGjha+vr/r8+/fvi6xZs4qhQ4eK69evi5UrVwpra2uxZcsW9TknT54UlpaWYsaMGeLGjRtixowZwsrKSoSEhKQ7LqVSKQAIpVKpvwf7NZKShNi5U4iKFYWgwQshcucW4o8/hEhMlDo6oxcZKUT37pqnzspKiL59hbh7N/NiiIkRYsECIfLk0cRRurQQJ09mXgyMMZZh798LMX68EDY2mhexpk2FOHNG6siSSe/7t6ySpSNHjggAKS5du3YVQgjRtWtXUbNmzWQ/c/ToUVGuXDlhY2MjChYsKJYsWZLidjdv3iyKFSsmrK2thaenp9i6datOcRldsqSSlCTErl1CFCum+WOtVEmI69eljswoJSUJsWKFEDlyaJ6uzp0zN0n63Pv3QsyalTymnj2FePVKupgYY0yrffuEKFxY86JVu7YQp05JHVWq0vv+Lds+S8bEYH2W9CUujgrFJ08GoqNp3mjqVGDYMFplwBARQSPFe/bQ12XKAEuWAN7e0sal8vIlMGoUsGoVfZ03L41e160rbVyMMab2/j0wYgS9eAL0QjV/PtC6tdGu0k7v+7dJ1yyx/9jYUGJ07RrQsCG1Ihg5EqhXj+qczNyOHbT4Ys8eyiN/+w04d854EiUAcHYGVq6kYvOiRWkRSb169Lr0ScsvxhiTxvnzQPnymkRpyBDgxg3ghx+MNlHSBSdL5iRfPsoIVq6kjuBHjwJly9IqOjOUkAD873+0ou3lSxpNOneOFhBaGek60WrVgAsXgL596evZs6ltQViYtHExxszYsmX06fLWLeq6GxhII0rGXrStA06WzI1CQavnzp+nnkyRkUCDBsCvv0ra8CuzvXxJg2y//UZfDx9Oq9FKlZI2rvSwtweWLgX++Yc6gp8/Tz2ejh2TOjLGmFmJjQX69AH69aNVbq1aURO5evWkjkzvOFkyV0WLUlPLXr0oSRo5ko7j4qSOzOCuXqW+Z4cOUeKxaRMlTXLrZdS8OY2ElS1L7bbq1tWMgDPGmEFFRgK1a1NzSYUC8PcHtm6l/dtMECdL5ixLFmD5choutbCg6mEfH+D1a6kjM5igIJrKevQIKFKE8sW2baWOKuMKFgROngQ6dqRpxQEDgLFjzWqQkDGW2e7epV5JwcHUFG73bmD0aJOoTUoLJ0vmTqGgQrx//6X55aAg6rRogoXfW7ZQLqhUUp3PmTPymHb7kqxZgbVrgWnT6Gt/f6B799Q38mWMsa9y7hwlSvfu0cbup09T914Tx8kSI40a0aaG7u40T1WtmvaNDWVm2TKgXTuaZWzZkuoPTWm0WKEAxo2j2n1LS2or0LIl7b3MGGN6cegQbUvy4gVt4H7qFJV0mAFOlphGqVLAiRNA4cLA/fuUMN24IXVUX23RIqo/FIK2zduyhWYgTVGPHtQKIUsWWvjYogUnTIwxPQgMpN29372jAsmjR2mTTDPByRJLrnBhauZTsiTw7BlQpw5tWCZTCxYAgwbR8YgRlDiZeh/Opk2B/fupeD0wkArB37+XOirGmGzt30/7t338SC8wu3fTJrhmhJMlllKePFS75OVFra3r1KGRJplZsIDKsQDqfj1rlknXHyZTvTpt/pstG3DwICVMPMLEGNPZgQM0RB0bSy8kW7bIb+mwHnCyxFKXKxe9y5YoQe2i69QBHj+WOqp0W7NGkyiNHUtFz+aSKKlUq6ZJmA4dAtq3pxVzjDGWLiEh1DspNpYSps2bzTJRAjhZYtrkzk0J07ff0lr7+vWpm6OR270b6NaNjn/6iVaJmVuipFK1KtUu2dkBu3ZRK62kJKmjYowZvevXgSZNaA6/QQNqSGdjI3VUkuFkiWnn7g4cPgzkz0+1S0Y+n3PiBNCmDZCYCPz4IzBnjvkmSirVq9PrnGqV3P/+x32YGGNaPHqk6blXqRI1mzTjRAngZImlR758wN691HwsOBjo1ImyESNz7RrVHn78SB+IVq2iXpuMajNXraLjOXOAuXOljYcxZqRevaKRpKdPgeLFaaje3l7qqCTHbyUsfUqUoM3IbGxobfpPPxnV8MSLF5QoqRpObtoEWFtLHZVx6dKFNt4FaGXgrl3SxsMYMzJxccAPP9CGuPnzU3F3rlxSR2UUOFli6VejBlVOA7QGf/58aeP5T2ws1SA+fEidD3bsoK7WLKWhQzU9pzp2BEJDpY6IMWYUhKD9koKCaDeHPXtoVoEB4GSJ6aptW9p1FgCGD6cCcAkJAfTuTfujOTrSri3OzpKGZNQUCuD332lT8HfvaHrOBHe2YYzpau5c2gLAwgLYuJF67TE1TpaY7oYNA7p2pWVV7drRHkESmTkT+PtvKl7etImm2Jl21ta0AtjTE3jyhFYEf/wodVSMMcn8+y/NzQNU1GgGe73pipMlpjuFAli6FPj+e+DNG3q3jYnJ9DD276ceSgCNlvj4ZHoIsuXkRK+PuXIBZ88CgwdLHRFjTBJ37gCdO9Mwfd++mgZ1LBlOlljG2NkB27dTa4Fr16h6OBMLvh89okV5qmm4AQMy7a5NRpEiwPr1lPv+8QeNwDPGzMi7d0Dr1kB0NPUYWbCAe62kgZMllnF58gDbtmlWyM2Zkyl3GxtLpVOvXwMVKtCoEsuY+vWBqVPpeOBA4Px5aeNhjGUSIWi1x9WrgKsr1SnxEuI0cbLEvk7lysC8eXQ8ejT1YTKwn36iqaOcOalXmp2dwe/SpI0ZQ4XesbHU0PPVK6kjYowZ3LJltLpZVfDp7i51REaNkyX29fr102w81r69Qd9t16yh/+MKBbB2LVCggMHuymxYWAB//UXTcg8fUu2+EbXQYozp29mz9KkTAGbMoLYwTCtOltjXUyiA5ctpD7mwMM1KOT27dw/o35+OJ0wAGjbU+12YLScnGqWztaWGvQsWSB0RY8wgYmKoyVpcHDWoGz5c6ohkgZMlph/Zs2t2pN69W+/7acTHU0H327f0IWj8eL3ePANQpoymhdb//gdcuiRtPIwxAxgyhD55enjQqg4u6E4XTpaY/pQpo6m2HjNGr++2kyYBZ87QCIhqmp3p38CBVL8UFwd06ECLZRhjJmLjRiAggObe164FcuSQOiLZ4GSJ6Vfv3kDLljQU1LmzXrodHj0K+PvT8YoV9IGIGYZCQRvuursDN2/S9iiMMRPw6BH1UQKoQV316tLGIzOcLDH9UtUvubpS/6Vx477q5l6/Bn78kQqOe/ak1VrMsJydafROoaDkdMcOqSNijH2VhAR6IVUqgUqVqOiT6YSTJaZ/uXNrOhzOmQMcPpzhmxowAHj6FChaVNOhgBlenTrAyJF03Lcv8PKltPEwxr7CrFnAiRO0Qe66ddxPKQM4WWKG0aQJtRQAaHXcmzc638TWrTTFbmlJ0+vZsuk5RqbV5Mm0l2ZkJHdIZ0y2rlyhok+AlrkWLixpOHLFyRIznN9+o3YCT57ovPnYy5eaN+jRo4GKFQ0QH9PK1hZYvZqS1c2bKXFljMlIfDzQrRv926wZbUvFMkR2ydLixYtRqFAh2NnZoUKFCjh+/Hia53br1g0KhSLFpWTJkupzAgICUj3nI2/D/vXs7an4RbXyYvfudP/o4ME0olGyJLcJkFKFCpqyswEDgIgIaeNhjOlg1izgwgVa9abq5ssyRFbJ0saNG+Hn54dx48bh4sWLqF69Oho1aoTHjx+nev78+fMRHh6uvoSFhSFnzpxo27ZtsvOyZ8+e7Lzw8HDY8R4a+vH995qmZ337UoHhF2zbBmzYQCMaAQE0wsGkM24cUK4cFdv37cvdvRmThStXaC4doJYuvJ3JV5FVsjRnzhz07NkTvXr1QvHixTFv3jx4eHhgyZIlqZ7v6OgINzc39eXcuXN48+YNunfvnuw8hUKR7Dw3N7fMeDjmY9Ik4JtvqFJbVTWchpcvNV26R43i6TdjYGND03HW1sDOnVQfyhgzYp9OvzVvTm1c2FeRTbIUFxeH8+fPw8fHJ9n1Pj4+OHXqVLpuY+XKlahXrx4KfLah2Nu3b1GgQAHky5cPTZs2xcWLF7XeTmxsLKKjo5NdmBZZs2pWxy1frnV1nGr6rUQJXt1qTEqX1vw+hg7lzXYZM2q//qqZflu6lKff9EA2ydLLly+RmJgIV1fXZNe7uroiIh2FFOHh4di7dy969eqV7HpPT08EBARg586dWL9+Pezs7FC1alXcuXMnzdvy9/eHo6Oj+uLBXRK/rEYNzZBRr16ptobevZun34zZyJFAqVLAixfAiBFSR8MYS9Xdu8CUKXQ8fz5Pv+mJbJIlFcVnGbIQIsV1qQkICICTkxNatmyZ7PrKlSvjxx9/RJkyZVC9enVs2rQJRYsWxQItO4mOGTMGSqVSfQkLC8vQYzE7M2ZQ++0HD1JUbb97R1ttADRy8d13EsTHtLKxoYFBhYKS2a9on8UYMwQh6ENpbCxQvz41omR6IZtkydnZGZaWlilGkSIjI1OMNn1OCIFVq1bB19cXNjY2Ws+1sLDAd999p3VkydbWFtmzZ092YemQPTu92wL0iSc0VP2tKVOoG3/+/JqWIMz4eHtrWjr07Qt8+CBtPIyxT6xbBxw8CNjZAUuW8PSbHskmWbKxsUGFChUQGBiY7PrAwEBUqVJF688GBQXh7t276Nmz5xfvRwiB0NBQuPPQpWE0bAi0awckJdEnoKQkXLlCjb4BYOFC6jjAjNf06UDevDTaP22a1NEwxgDQclXVZo7jxwNFikgbj4mRTbIEAMOGDcMff/yBVatW4caNGxg6dCgeP36Mfv91ih4zZgy6pNJ0a+XKlahUqRJKlSqV4nuTJ0/G/v37cf/+fYSGhqJnz54IDQ1V3yYzgLlzqe1+SAiSlv+Bvn1p66JWrahvGjNu2bNTUgtQG5crV6SNhzEGWj784gWtjuGiQr2TVbLUvn17zJs3D1OmTEHZsmVx7Ngx7NmzR726LTw8PEXPJaVSia1bt6Y5qhQVFYU+ffqgePHi8PHxwdOnT3Hs2DF8//33Bn88ZitPHmDqVABA3PDRuBsciWzZqBUIk4eWLemSkAAMGsS9lxiT1PHjwB9/0PGyZVRgyPRKIQS/zH2t6OhoODo6QqlUcv1SeiUkIL7cd7C+GooAdEXU3AD4+UkdFNPF48eApyfVLa1dC3TqJHVEjJmhhASgfHka4u3dW1MXytIlve/fshpZYibEygr++ZciCQp0w2oMKnNM6oiYjvLn12yFMmIEEBMjbTyMmaUlSyhRypkT8PeXOhqTxckSk8Tp08DEPZWwAr0BAFaDB9AnJCYrw4dTHWl4uHpmlTGWWV680HSL/eUXIFcuaeMxYZwssUyXlESdugHgSkd/+g9+7Rp1mmWyYmdHXSAAqtu/cUPaeBgzK+PGAVFRtHlj795SR2PSOFlimW71auDsWVoQ9/OcnJohiQkTeB8NGWrShFYxJiQAQ4ZwsTdjmeLcOU1R94IFtPUBMxhOllimio4Gxoyh4wkTADc3AH36AF5ewJs3vCGcTM2bR9vTHDwIbN0qdTSMmTjV8LwQ1KW7alWpIzJ5nCyxTDV1KvD8OVC0KI1CAKBPRKq5nKVLgcuXJYuPZUzhwtTmBQCGDePO3owZ1N9/AyEhQLZs1OyMGRwnSyzT3LqVvL4lWSuQWrWANm3oE5OfH8/lyNCoUbT1X1gY/X4ZYwYQHa35ZDJhAm+Um0k4WWKZZuhQID4eaNyYLin8+itVDB85Amzblunxsa+TNatm5bK/P/DZNo6MMX2YOZOG57/9FvjpJ6mjMRucLLFMsX8/sHcvYG2tZdShYEHgf/+j4xEjaOdsJisdOwLffQe8fcvlZ4zpXViYZiPNX3/lTt2ZiJMlZnCJiZocaNAgqldK06hRtB3Kw4fAokWZER7TIwsLzWv5ypW8bxxjevXzz8DHj0CNGkDz5lJHY1Y4WWIG99df9Kbp5ET/17Wyt9e0Epg2jVbIMVmpVk1TfjZ8OJefMaYXFy7QiykAzJ4NKBTSxmNmOFliBvX+vSZBGjeOOvJ/UdeuQKlSlCj98otB42OGMWMGzRAEBgL79kkdDWMyJwR98gCAzp2BihWljccMcbLEDGruXODZM6BAAZqCSxdLS81y2AULgAcPDBYfM4wiRTStIYYP551sGPsq//4LHD1Kzcz4A6QkOFliBhMZSQs3AGD6dFrolm4NGwJ16wJxcemYu2PGaNw42snmxg1No2HGmI7i4zVFn35+9MmTZTpOlpjBTJlCO9FXqAB06KDjDysUtNpDoQDWraPW/kxWnJyAiRPpePJkmpJljOnojz+oSV2uXJrtD1im42SJGcTt28CyZXT822+0Skpn5cpRK3+APllxpbDs9O0LFCpEPZdUDUkZY+kUE6P5xDFpEuDoKGk45oyTJWYQo0dTnUrTptScO8OmTqV5+qNHgd279RQdyyw2NprFjTNnAq9fSxsPY7IyZw7w4gU1oOzbV+pozBonS0zvQkKA7dtpNElVs5RhBQpoutSOGkVNm5isdOxI+yQrlbRKjjGWDi9fUosAgD5xWFtLG4+Z42SJ6d24cfRvt25AiRJ6uMExY4AcOYDr14H16/VwgywzWVhotkFZsAB48kTaeBiThRkzaBqubFmgbVupozF7nCwxvTp0CDh8mKZf9LbdhZMTMHIkHU+cSCvkmKw0agRUr07NhydPljoaxozckyfAwoV0PH16Bos+mT7xb4DpjRDA2LF03K+fnle4Dh4MuLoC9+8Dq1bp8YZZZlAoNFNwq1YBN29KGw9jRm3KFNobs3p1aqPCJMfJEtObXbuAM2do93lV0qQ39vaa+b2pU4EPH/R8B8zQqlSh7aySkrh1FmNpun1b84HQ35+3NTESnCwxvUhK0uQyP/1Eg0B616cPkD8/tQRfvNgAd8AMbfp0eu3fuhU4e1bqaBgzQhMn0kKWJk2AqlWljob9h5MlphcbNgBXr1IbEFWzWb2ztdX0HPH3B6KjDXRHzFBKlgS6dKFjvdW0MWYqQkPpxRTgbU2MDCdL7KvFx2tymJEjaeGawXTpAhQtCrx6BcybZ8A7YoYyYQJt/7dvHxAcLHU0jBkR1fB8hw5AmTLSxsKS4WSJfbWAAODuXcDFRbN5qsFYWWm6HP72GyVNTFYKF6a2EoAmyWbM7AUHA3v20CeJKVOkjoZ9hpMl9lU+ftT8vx47FsiWLRPutE0b+tQVE6OHrpdMCj//THlvYCBw/LjU0TBmBCZNon+7daOO3cyocLLEvsrKldQSJF++TOzGb2Ghmc9fuBCIjMykO2b6UrAg0LMnHfPoEjN7p04BBw7QJwjVVBwzKpwssQyLjdV0Zh4zBrCzy8Q7b9wY+O47aiHw22+ZeMdMX8aOpealR47QhTGz9emoUqFCUkbC0sDJEsuwlSuBp0+BvHk1owSZRqHQDEksWsSjSzKUPz/QuzcdT5xITU0ZMzsnT9J8NI8qGTVOlliGfDqqNHYsrerPdI0bAxUrAu/fazacZLIyZgz97Rw/TlvlMGZ2VKNK3bvT/DQzSrJLlhYvXoxChQrBzs4OFSpUwHEt1aFHjx6FQqFIcbn52V4LW7duRYkSJWBra4sSJUpg+/bthn4YsrdqFdUqSTKqpPLp6NLChcCLFxIFwjIqb15NrduECTy6xMzMiRPAwYM0qqT3bQ+YPskqWdq4cSP8/Pwwbtw4XLx4EdWrV0ejRo3w+PFjrT9369YthIeHqy/ffrLSIDg4GO3bt4evry8uXboEX19ftGvXDqdPnzb0w5Gt2FjqxAxoRgYk06QJUKECjy7J2OjRVO8WHAzs3y91NIxlItWoUo8ePKpk5BRCyOezXKVKlVC+fHksWbJEfV3x4sXRsmVL+KvmhD5x9OhR1K5dG2/evIGTk1Oqt9m+fXtER0dj79696usaNmyIHDlyYP369emKKzo6Go6OjlAqlciePbtuD0qGliwBBgygUYG7dzO5sDs1u3bRpmP29sDDh4Czs8QBMV0NHw7MmQNUqkRJE2+HxUze8eNAjRo0qnT3rp53Hmfpld73b9mMLMXFxeH8+fPw8fFJdr2Pjw9OnTql9WfLlSsHd3d31K1bF0c+W3YTHByc4jYbNGig9TZjY2MRHR2d7GIuPq1VUo0ISK5pU6B8eeDdOx5dkqmRI+lv6fRprl1iZuLTUSVOlIyebJKlly9fIjExEa6f7dDq6uqKiIiIVH/G3d0dy5cvx9atW7Ft2zYUK1YMdevWxbFjx9TnRERE6HSbAODv7w9HR0f1xcPD4ysembz8+ScQFgbkyQP06iV1NP/5tHZpwQLg5Utp42E6c3WlfZIBYNo0aWNhzOCOHwcOHwasrblWSSZkkyypKD4bnxdCpLhOpVixYujduzfKly8Pb29vLF68GE2aNMFvn/Xl0eU2AWDMmDFQKpXqS1hYWAYfjbx8XqtkFKNKKs2aAeXK0ejSnDlSR8My4H//o/eOoCDu6s1MnGrLpu7deVRJJmSTLDk7O8PS0jLFiE9kZGSKkSFtKleujDt37qi/dnNz0/k2bW1tkT179mQXc7B6tRGOKql8PrrEe8bJTr589N4B8IbrzISdPUt9lSwtqZaByYJskiUbGxtUqFABgYGBya4PDAxElSpV0n07Fy9ehLu7u/prb2/vFLd54MABnW7THCQkADNm0LGqvsToNG8OlC0LvH0L/P671NGwDBg1it5D9u+n9xTGTI7qk0DnztytW06EjGzYsEFYW1uLlStXiuvXrws/Pz9hb28vHj58KIQQYvTo0cLX11d9/ty5c8X27dvF7du3xdWrV8Xo0aMFALF161b1OSdPnhSWlpZixowZ4saNG2LGjBnCyspKhISEpDsupVIpAAilUqm/B2tk1qwRAhAid24h3r2TOhotNm2iQJ2chIiOljoalgFdutCvsEULqSNhTM8uX6Y/boVCiBs3pI6GifS/f8sqWRJCiEWLFokCBQoIGxsbUb58eREUFKT+XteuXUXNmjXVX8+cOVMUKVJE2NnZiRw5cohq1aqJ3bt3p7jNzZs3i2LFiglra2vh6emZLJlKD1NPlhIThShRgv6PT58udTRfkJAgRLFiFOysWVJHwzLgxg16LwGEuHRJ6mgY06OOHekPu00bqSNh/0nv+7es+iwZK1Pvs7RjB9CqFZA9O/D4MeDoKHVEXxAQQMUvrq7Ud8ko5wyZNu3bA5s20b8bNkgdDWN6cPcuUKwYkJQEXLhAC1KY5EyuzxKThhCaFXCDBskgUQKoFiB/fuD5c+p1wGRHtZ/opk3ArVvSxsKYXsycSYlS48acKMkQJ0tMq0OHqNA2Sxbgp5+kjiadrK1pHToAzJoFxMdLGw/TmZcX1esLoWmCyphshYXRcmJA80mAyQonS0wr1ahS796Ai4u0seikZ08K+OFDnseRKdV7ypo1wIMH0sbC2Ff57Tf60FazJsArrWWJkyWWpuBg4MgRGqgZMULqaHSUJQswdCgd+/vT8DeTle+/B3x8gMREmsFgTJYiI4EVK+iYR5Vki5MllibVqFKXLoAsd3Tp35+KrG7coCp1Jjuq95aAAEDLDkSMGa+5c4EPH4DvvgPq1ZM6GpZBnCyxVF26BPz7L2BhQY0CZcnRERg8mI6nT6cCGCYr1asDlSvTVjvz50sdDWM6evMGWLSIjseNo50GmCxxssRSperW3bYt8O230sbyVX76CciaFTh/nrYYYLKiUGiS9SVLgOhoaeNhTCdLlgAxMUCpUrR/JZMtTpZYCnfu0JJtwAQ2xHZ21mxnr5pXZLLSvDng6QkolcCyZVJHw1g6ffyoGQ4dPZqG6Zls8W+PpfDbb1QP3aQJLeGWveHDNdvZBwdLHQ3TkYUF7UcIUPlHbKy08TCWLn/9RcXd+fMD7dpJHQ37SpwssWSeP9e0A5FtrdLn8uUDfvyRjn/9VdpYWIZ07gzkzQuEh1MrAcaMWmIifeoEaFWutbW08bCvxskSS2bBAvrkXqkSUK2a1NHokar3wY4dwO3bkobCdGdjo+kE8euv3AmCGbl//qF6hhw5gF69pI6G6QEnS0zt7Vtg8WI6HjnSxBZulCgBNG1KK+Jmz5Y6GpYBffoATk60/ck//0gdDWNpEELTGGzAACBbNmnjYXrByRJTW7mSVrp+8w3QooXU0RiAqvBl9Wqab2Sy4uBA7z0ArdbkThDMKB0/Dpw5A9jaalqXMNnjZIkBoE78c+bQ8YgRgKWltPEYRLVqmqY9CxZIHQ3LgCFD6D3ozBmq12fM6MyaRf926wa4ukoaCtMfTpYYAGDzZuDxY9pOrUsXqaMxEIVCs8Hu4sU078hkxdUV6N6djnkLFGZ0rl4Fdu+m15rhw6WOhukRJ0sMQmgWiQ0eTNuqmawWLajL5ps3NO/IZGfECGonsG8fdZpnzGioVsC1bi3zbr7sc5wsMRw8CISGUqNrVU2IybK01HzimzOH5h+ZrBQpQp3lAc2MB2OSe/IEWLuWjlUj2MxkcLLE1KNKvXoBOXNKG0um6NKF5hsfP6b5RyY7qh5gGzcCjx5JGwtjAIB584CEBKBmTeq9wkwKJ0tm7uJF2jLN0lLTx8bkZcmiWaUyaxYvq5KhcuWAOnWo99/vv0sdDTN7UVHA8uV0rFp1y0wKJ0tmTjXF3q4dULCgpKFkrgEDaN7x0iWah2Syo5pNXbGC9o1jTDLLlmk2zG3USOpomAFwsmTGHj2iaQzADKfYc+YEevemYy58kaWGDYHixek96o8/pI6Gma3YWJqCA+iF1KS6+TIVTpbM2Ny5NI1Rrx5Na5idoUNp/vHgQeDCBamjYTqysACGDaPj+fO5Vp9JZM0aICKC9qDs0EHqaJiBcLJkpl6/1nwaN9sp9gIFNLuBz50rbSwsQ378kWr1w8KArVuljoaZnU+3T/Lzo00MmUniZMlMLV8OvHsHlClDI0tmSzU0sWED8PSptLEwndnZAQMH0vHs2VyrzzLZ/v3AjRu0Fw9vmGvSOFkyQ3Fxmt0+hg418yn2ihWBGjVoye/ChVJHwzKgf39Kms6do225GMs0qj2ievUCHB2ljYUZFCdLZmjzZuDZM8DNjafYAWhGl5Yu5S1QZCh3bqBrVzpWzYgwZnBXr1LfFQsL2rSQmTROlsyMEJoPQwMH0qakZq9pU+Cbb6hXyurVUkfDMkDVI2zXLuD2bWljYWZCVefYurWZ9V0xT5wsmZnjx2nhl50d0K+f1NEYCUtLKs4EaAlwYqKU0bAMKFYMaNaMPgxwrT4zuOfPaRUcoBmZZiaNkyUzo3oj6dIFcHaWNhaj0rUr4OQE3L0L/Puv1NGwDFC9ZwUEAC9fShoKM3VLllDxZ6VKgLe31NGwTMDJkhm5exf45x86Vg2ksP9kywb07UvHqnlKJis1awLlywMfP9J7GWMG8eEDsHgxHfOoktngZMmM/P47TVM0akSdj9lnBg0CrKyAY8eA8+eljobpSKHQbIGycCElTYzp3dq1wIsXQP78VK/EzILskqXFixejUKFCsLOzQ4UKFXBcy1rhbdu2oX79+sidOzeyZ88Ob29v7N+/P9k5AQEBUCgUKS4fTeyVNioKWLWKjvnDUBry5QPat6djLnyRpbZt6dcYGUnvaYzp1adFcUOG0IcrZhZklSxt3LgRfn5+GDduHC5evIjq1aujUaNGePz4carnHzt2DPXr18eePXtw/vx51K5dG82aNcPFixeTnZc9e3aEh4cnu9jZ2WXGQ8o0K1ZQE8rSpYG6daWOxoipllVt3Ag8eSJtLExn1tbATz/R8Zw53KSS6dmBA8D16zRtz00ozYuQke+//17069cv2XWenp5i9OjR6b6NEiVKiMmTJ6u//vPPP4Wjo+NXxaVUKgUAoVQqv+p2DCUuToh8+YQAhFi1SupoZKBmTXqyRo2SOhKWAVFRQjg40K9w716po2EmxceH/rD8/KSOhOlJet+/ZTOyFBcXh/Pnz8PHxyfZ9T4+Pjh16lS6biMpKQkxMTHImTNnsuvfvn2LAgUKIF++fGjatGmKkafPxcbGIjo6OtnFmG3ZQoMkLi5Ax45SRyMDqnnKZcu4SaUMOToCPXrQ8fz50sbCTMjVqzSyxE0ozZJskqWXL18iMTERrq6uya53dXVFREREum5j9uzZePfuHdqpNk8F4OnpiYCAAOzcuRPr16+HnZ0dqlatijt37qR5O/7+/nB0dFRfPDw8MvagMsHnTShNbHbRMD5tUhkQIHU0LAMGD6aC7337gJs3pY6GmYR58+jfVq2AQoUkDYVlPtkkSyqKzzYyE0KkuC4169evx6RJk7Bx40a4uLior69cuTJ+/PFHlClTBtWrV8emTZtQtGhRLFBtnpaKMWPGQKlUqi9hYWEZf0AGdvIk7Zlla8tNKNPNwoKbVMpckSJA8+Z0/Pvv0sbCTAA3oTR7skmWnJ2dYWlpmWIUKTIyMsVo0+c2btyInj17YtOmTahXr57Wcy0sLPDdd99pHVmytbVF9uzZk12MlWrhhq8vTcOxdOrWDciRA7h3j/bQYLKjKvRevRp480baWJjMLVkCxMYC33/PTSjNlGySJRsbG1SoUAGBgYHJrg8MDESVKlXS/Ln169ejW7duWLduHZo0afLF+xFCIDQ0FO7u7l8ds9Tu3we2b6djbkKpI3t7TZNKbiMgS7VqAV5ewPv3wB9/SB0Nk62PH5M3oUzHTAYzPbJJlgBg2LBh+OOPP7Bq1SrcuHEDQ4cOxePHj9Hvv/mlMWPGoEuXLurz169fjy5dumD27NmoXLkyIiIiEBERAaVSqT5n8uTJ2L9/P+7fv4/Q0FD07NkToaGh6tuUM1UTygYNgJIlpY5GhgYOpH3jjh0DQkOljobpSKHQjC4tXAgkJEgbD5OpT5tQ/vCD1NEwicgqWWrfvj3mzZuHKVOmoGzZsjh27Bj27NmDAgUKAADCw8OT9VxatmwZEhISMHDgQLi7u6svP6leQQFERUWhT58+KF68OHx8fPD06VMcO3YM33//faY/Pn1SKoGVK+lY1TqI6ShfPs2LIy+rkqVOnWgPxMePgR07pI6GyY4QmsLuwYO5CaUZUwjBbdu+VnR0NBwdHaFUKo2mfmnuXBoxLlGCVrzyyHEGnToFVK0K2NgAYWFc+CVDEyYAU6fSr/HECamjYbJy5AhQpw6QNSvw9Cltts1MSnrfv2U1ssTSJzGRph0AmobgROkreHsDFSvSDuPLl0sdDcuA/v2ps7dqZShj6aZaStm1KydKZo6TJRO0Zw8Vd+fIAXTuLHU0Mvdp4cvixZQ0MVlxd9ds+cezqSzdHjwAdu6k40GDpI2FSY6TJROkekPo1YsWdbGv1K4d4OYGhIdTO3QmO6p8d+NG+jUy9kWLFwNJSUD9+lTPwMyazslSWFgYnnyyweiZM2fg5+eH5TxFYRSuXQMOHaK+igMHSh2NibCxobkcgIcmZKpiRapZio+nljmMafXunabfBG9twpCBZKlTp044cuQIACAiIgL169fHmTNnMHbsWEyZMkXvATLdqBqPt2wJ/LdIkOlD376UNJ05A4SESB0NywBVr7GlS6l1DmNp+vtv2u6oSBGgcWOpo2FGQOdk6erVq+pl9Zs2bUKpUqVw6tQprFu3DgG8j5ak3rwB/vqLjvnDkJ65ump2IebRJVlq2ZJa5bx4AaxfL3U0zGgJoSnsHjyYhumZ2dP5ryA+Ph62trYAgIMHD6L5fxsweXp6IpyLASS1ciXw4QN1La5RQ+poTJCq8GXLFlpGzGTFykpTpztvHr0nMpbCoUPAjRtAtmy07RFjyECyVLJkSSxduhTHjx9HYGAgGjZsCAB49uwZcuXKpfcAWfokJGjaBQwZwu0CDKJcOaB6dXqyVdsfMFnp1Yta5ly+DAQFSR0NM0qqUaVu3QBHR0lDYcZD52Rp5syZWLZsGWrVqoWOHTuiTJkyAICdO3fKvuu1nO3aBTx6BOTKRV2LmYGoRpeWLaNhPCYrOXJQyxxA05iZMbV794B//6VjbhfAPqFz7/ZatWrh5cuXiI6ORo4cOdTX9+nTB1mzZtVrcCz9VB+G+vQBsmSRNhaT1qIFFb48fgysWwf07Cl1RExHQ4bQiridO6kfWeHCUkfEjMaiRTQ/27AhUKyY1NEwI5KhyjVLS0skJCTgxIkTOHnyJF68eIGCBQvChbeCkMTly8DRo7Tnq2qFOzOQTwtf5s/nwhcZ8vSk90IhNKtHGcPbt5oNNXmFDPuMzsnSu3fv0KNHD7i7u6NGjRqoXr068uTJg549e+L9+/eGiJF9geoFv3VrwMND2ljMgqrw5coVylKZ7KjaCKxcCURHSxoKMxZ//UV/DN9+CzRoIHU0zMjonCwNGzYMQUFB2LVrF6KiohAVFYV//vkHQUFBGD58uCFiZFq8fAmsWUPHqnIaZmA5cgBdutAxtxGQJR8fGmGKiQG44wlDUpLmUye3C2CpUAih2zyCs7MztmzZglq1aiW7/siRI2jXrh1evHihz/hkIb27FhvCjBnAmDFA+fK0SSivgsskN27QFggKBRWFFiokdURMR0uWAAMGAN98A9y6xe+PZu3AARpNcnAAnjwBMvl1nEknve/fOr88vH//Hq6urimud3Fx4Wm4TJaQQPWIALcLyHTFi9PwhBCang1MVrp0oZXhd+8Ce/dKHQ2TlGqEuEcPTpRYqnROlry9vTFx4kR8/GS/gA8fPmDy5Mnw9vbWa3BMux076ENQ7tyaXdVZJlIVga5cScWhTFbs7an8DODZVLN25w6wZw992uR2ASwNOidL8+fPx6lTp5AvXz7UrVsX9erVg4eHB06dOoX5/IqTqVTtAvr2BezspI3FLDVqRMWgSiWwerXU0bAMGDSIpt8CA4Hr16WOhklCNTLcuDHNyTKWCp2TpVKlSuHOnTvw9/dH2bJl4eXlhRkzZuDOnTsoWbKkIWJkqbh4ETh+nFayc7sAiVhYUDEoQJlrUpK08TCdFSxIrbMAbiNglqKjgT//pGNuF8C00LnAm6UkRYF39+60iqdjR+qNyCQSEwPky0cvunv3UgMfJitBQUCtWtQN4skTWuzIzMSCBZQkeXrS0CIXfpodvRd4nz9/HrVr10Z0Kk1JlEolateujUuXLmUsWqaTyEhNgsQfhiTm4EBFoQAXvshUjRq0+fT798Aff0gdDcs0n7cL4ESJaZHuZGn27NmoU6dOqpmXo6Mj6tevj19//VWvwbHUrVgBxMUB330HVKokdTQMgwbRC+2+fbQGncmKQqHpUbZwIa0yZWZg/34q7s6eXdM3jbE0pDtZOn36NFqoJvdT0axZM5w6dUovQbG0xcdrNrzndgFGokgRoGlTOubCF1nq1AlwdqYt/3bulDoalilUK2R69gSyZZM2Fmb00p0sPX36FA4ODml+P1u2bAgPD9dLUCxtW7cCz54Bbm5Au3ZSR8PUVPOhAQG0Oo7Jip0dbUIN8GyqWbh1i0aCFQpg4ECpo2EykO5kKXfu3LilZYrh5s2bcHZ21ktQLG2qD0P9+gE2NtLGwj5Rty519H73TrO6hsnKgAG0uvTYMSA0VOpomEGp2gU0bUojw4x9QbqTpXr16uGXX35J9XtCCEyfPh316tXTW2AspbNngeBgwNqaeisxI6JQaEaXFiwAEhOljYfpLG9eoE0bOlZ9KGEmSKnUbAjIG2qydEp3svTzzz/jypUrqFSpEjZt2oRLly7h8uXL2LhxIypVqoQrV65g3LhxhozV7KnKYdq3p2k4ZmR+/BFwcgLu36eOwEx2VPnuunWAGW5zaR7+/JM67pcoAdSpI3U0TCbSnSwVKVIEBw8exLt379ChQweUL18e5cqVQ8eOHfH+/XsEBgbiG+5+ajAREcCGDXTM7QKMlL090Ls3HfPQhCxVrkyrTGNjgWXLpI6G6V1iouZTJ6+QYTrIUFPK0NBQ3LlzB0IIFC1aFGXLljVAaPKRGU0pp0wBJk4EvL0BXnRoxB4+pBqIpCTg6lWAu9rLztq1NEjo7g48ekTT3sxE/Psv0KwZjQA/eUIfcJhZ03tTyk+VLVsWbdu2Rbt27cw+UcoMcXHAkiV0zKNKRo73z5C9tm1pmjs8HNiyRepomF6pRnx79eJEiekkQ8kSy1ybN9M0XJ48wA8/SB0N+yJV0ehffwFv3kgbC9OZjY1mv0VuI2BCrl+nHZMtLLhdANMZJ0syoPow1L8/TwnIgmr/jA8feP8Mmerbl5Km06fpwkyAql1A8+Y0AsyYDmSXLC1evBiFChWCnZ0dKlSogOPHj2s9PygoCBUqVICdnR0KFy6MpUuXpjhn69atKFGiBGxtbVGiRAls377dUOHr7PRp4MwZwNaW2wXIxqdtBHj/DFlydaVNqgGu1TcJUVHA6tV0zLUMLANklSxt3LgRfn5+GDduHC5evIjq1aujUaNGePz4carnP3jwAI0bN0b16tVx8eJFjB07FkOGDMHWrVvV5wQHB6N9+/bw9fXFpUuX4Ovri3bt2uG0kXycVL1Qd+wI5M4tbSxMB506Ably0f4Zu3ZJHQ3LANV76qZN1DWfydiqVbRTcqlSQK1aUkfD5Ehk0JAhQ8TmzZvFx48fhRBCvH//XrRu3TqjN5cu33//vejXr1+y6zw9PcXo0aNTPX/kyJHC09Mz2XV9+/YVlStXVn/drl070bBhw2TnNGjQQHTo0CHdcSmVSgFAKJXKdP9Mejx9KoSVlRCAEOfP6/WmWWYYM4Z+eTVrSh0Jy6Bq1ehXOH681JGwDEtIEKJQIfpFLl8udTQsAx4+FOLGDcPcdnrfvzM8snT//n2MHDkSHh4emD9/PmrVqoVz587pL4v7TFxcHM6fPw8fH59k1/v4+KS5gW9wcHCK8xs0aIBz584hPj5e6znaNgWOjY1FdHR0soshLF1KMzjVqgHlyxvkLpgh9e8PWFoCQUHApUtSR8MyQFWrv3Qp8PGjtLGwDNq9G3jwAMiZE+jcWepoWAZMnw4ULw6ksYlIpshwsrRr1y7cv38fv/zyC4YOHYobN24YdOrq5cuXSExMhKura7LrXV1dERERkerPREREpHp+QkICXr58qfWctG4TAPz9/eHo6Ki+eHh4ZOQhfVFUFO1VxVPsMuXhoVm+yG0EZKllS/o1vnihaQrLZEa1pLF3byBrVmljYTp7/Rr4+286rl5dujjSnSz98ssvWLduXbLrXr58id9++w0NGzZEnjx5sHnzZr0H+DnFZx1XhRAprvvS+Z9fr+ttjhkzBkqlUn0JCwtLd/y6+P13aorXqpVBbp5lBlWmu3Yt8F+CzuTDykqzynz+fED3Fr5MUlevAocPU7uAAQOkjoZlwKpVtLDYy0smydLKlStRtGhR9dcxMTFo0KABypQpg3/++QczZszA8uXLDRIkADg7O8PS0jLFiE9kZGSKkSEVNze3VM+3srJCrly5tJ6T1m0CgK2tLbJnz57sYih58tALNpOpKlWAChVoDmfFCqmjYRnQuzeQJQsQGgqcOCF1NEwnqhHdVq2A/PmljYXpLDERWLSIjqXenSbdyVJ4eDhy/7ccKzY2Fs2bN4eXlxc2bNgAa2treHl54e7duwYL1MbGBhUqVEBgYGCy6wMDA1GlSpVUf8bb2zvF+QcOHEDFihVh/V/DorTOSes2GdPJp20EFi8G/quVY/KRMyfg60vH3KRSRj6dv+FaBlnavZt2kMqZkxYYSyq9FeOenp5i7Nix4s6dO6JBgwaif//+yb6/Y8cOUaRIkQzUoqffhg0bhLW1tVi5cqW4fv268PPzE/b29uLhw4dCCCFGjx4tfH191effv39fZM2aVQwdOlRcv35drFy5UlhbW4stW7aozzl58qSwtLQUM2bMEDdu3BAzZswQVlZWIiQkJN1xGWo1HDMRHz8K4eJCq3E2bpQ6GpYBV67Qr8/CglbmMBmYNYt+aWXKCJGUJHU0LAPq1qVf4ciRhruP9L5/pztZ+vvvv4WFhYWwsrISlSpVEpUqVRI3b94UQghx5swZUahQITFixIivizodFi1aJAoUKCBsbGxE+fLlRVBQkPp7Xbt2FTU/W6Z99OhRUa5cOWFjYyMKFiwolixZkuI2N2/eLIoVKyasra2Fp6en2Lp1q04xcbLEvmjCBPpfX7Wq1JGwDMqMF26mJ/HxQuTPT7+wlSuljoZlwLVrmfMBJb3v3woh0l+y+OjRIygUCuTNmxe9evXC6tWrYWtri7i4OHh7e2P//v2wN8PNCdO7azEzY+HhVDORkACcO0d1TExWdu2inTJy5ADCwngfVqO2fTvQujU1hg0Lo6IzJisDBtAG8q1aAdu2Ge5+0vv+rVPrgAIFCiB//vywtLTEn3/+iWvXriEgIABBQUE4ceKEWSZKjKWLuzvQrh0d8/4ZstS4MVC4MO2NvGaN1NEwrVT/x/r04URJhj7dnWbwYElDUdNpZImljkeWWLqcOQNUqkQ7tD5+TBuQMVmZNw8YOhQoUYJWpUu5Ooel4fJloEwZagj78CGQL5/UETEdzZkDDB8OlC5N/XwN+f/MICNLjLGv8P33lCzFxQHLlkkdDcuA7t2BbNmA69eBQ4ekjoalSjWq9MMPnCjJUGKipuOD1O0CPsXJEmOZSbWEeckSSpqYrDg6At260TG3ETBCL19SA1iA2wXI1L//GlG7gE9wssRYZmrThuqXIiKALVukjoZlgKqGYvduwICt5VhG/PEHNYAtX54awjLZUQ0MGtvuNJwsMZaZbGxog12AhyZkqmhRKvYWAli4UOpomFpCgvG0e2YZotqdxtLS+HanyVCBd1JSEu7evYvIyEgkJSUl+16NGjX0FpxccIE300lkJO3OGhcHhIRQHROTlf37gYYNAQcH4MkTgP/bG4HNm2nFqYsLLaCwtZU6IqajPn1oV6g2bejXmRnS+/6t865jISEh6NSpEx49eoTP8yyFQoHExETdo2XMnLi4AB070trY33/X1Fgw2fDxATw9gZs3gYAALo8xCqr5m759OVGSoVevNC05jPH/k87TcP369UPFihVx9epVvH79Gm/evFFfXr9+bYgYGTM9qleDTZuAZ8+kjYXp7NMt/xYsAD4bYGeZ7cIF2uXYygro10/qaFgGrFwJfPgAlC0LVKsmdTQp6Zws3blzB9OnT0fx4sXh5OQER0fHZBfGWDqUL0+vCAkJwNKlUkfDMqBLF1odd/cusHev1NGYOdVa87ZtgTx5pI2F6ezTcrOffjLOcjOdk6VKlSrhLi8BYezrqYYmli4FYmOljYXpzN4e6NWLjrlWX0KRkcC6dXRsjPM37Iv++YfKzJydgQ4dpI4mdTrXLA0ePBjDhw9HREQESpcuDWtr62Tf9/Ly0ltwjJm0li2pad6TJ8CGDUDXrlJHxHQ0aBAwdy4QGEiNKkuUkDoiM7R8OS2W+P57oHJlqaNhGfBpuZmdnbSxpEXn1XAWFikHoxQKBYQQZlvgzavhWIbNmAGMGQOUKwecP2+c489Mq9atad/Wfv2o1yjLRPHxQIECtFH1mjVA585SR8R0FBpKL39WVtSMMm/ezL3/9L5/65wsPXr0SOv3CxQooMvNmQROlliGvXxJbQQ+fqQC1apVpY6I6ejoUaB2bWqg9+QJkCOH1BGZkQ0baGWpmxvw6BH1MWOy0qMH8OefNP22fn3m37/BWgeYYzLEmME4O9On4ZUrqfCFkyXZqVkT8PKi/Vv/+AP43/+kjsiMqOZv+vXjREmGXryQT7lZukaWdu7ciUaNGsHa2ho7d+7Uem7z5s31Fpxc8MgS+yqf7pL+4AGNNDFZWbUK6NkTyJ8fuHePphSYgZ09S3VK1tZUHezmJnVETEfTpwPjxgEVKwJnzkhThaDXaTgLCwtERETAxcUl1Zol9Y1xzRInSyxjatem+ZwxY+gVhMnKhw+U4756BWzdSnVMzMB8falOydcX+OsvqaNhOoqPBwoVAp4+pV+fr680caT3/TtdrQOSkpLg4uKiPk7rYo6JEmN6oRqDXr6c3nmZrGTJQit5AG4jkCkiIoCNG+lYtbMxk5Vt2yhRcnWlXWqMHW+ky5gxaN6cVvW8eqWZxGeyMmAATb8dO0YrfJgBLVtGQxPe3sB330kdDcuAT8vN5LA7TbqTpdOnT2PvZ21q//rrLxQqVAguLi7o06cPYrmxHmMZY2lJTXsAehXRfX9rJrG8eWkDUEDzRsAMIC5O06PB2KuCWarOnQNOnaJyM9WIrLFLd7I0adIkXL58Wf31lStX0LNnT9SrVw+jR4/Grl274O/vb5AgGTMLPXvS+vPLl4GgIKmjYRmgeu9et45W+jAD2LwZeP6ctjX54Qepo2EZoNqdpl07wN1d2ljSK93JUmhoKOrWrav+esOGDahUqRJWrFiBYcOG4ffff8emTZsMEiRjZiFHDtpwDOChCZmqXJlmhWJjqfyM6ZkQmqKwAQNoaILJyvPn1B4LoH3g5CLdydKbN2/g6uqq/jooKAgNGzZUf/3dd98hLCxMv9ExZm5Uxar//EPtbJmsKBSaN4DFi6mshunR6dPUMsDWFujTR+poWAYsW0YzqaoPFnKR7mTJ1dUVDx48AADExcXhwoUL8Pb2Vn8/JiYmxT5xjDEdlSgB1K8PJCVptuFmstK2LbX8efYM2LJF6mhMjGrEtWNHIHduaWNhOpNzuVm6k6WGDRti9OjROH78OMaMGYOsWbOievXq6u9fvnwZRYoUMUiQjJkV1avIH38A795JGwvTmY0N0L8/HXMbAT16+pTqlQBuFyBTW7ZQ1wd3d/mVm6U7WZo2bRosLS1Rs2ZNrFixAitWrIDNJ+3lV61aBR8fH4MEyZhZadwYKFIEiIqipntMdvr2paTp9Gm6MD1YtAhISACqVwfKl5c6GqYjIYB58+i4f3/57U6j80a6SqUS2bJlg6WlZbLrX79+jWzZsiVLoMwFd/Bmejd/PuDnR9NyV69Ksw8A+ypdu1Jn4k6dgLVrpY5G5t6/pxbpr19TN8NWraSOiOno5EmgWjUqN3v8GPivz7Xk9NrB+1OOjo4pEiUAyJkzp1kmSowZRLduQLZswPXrwKFDUkfDMkBV6L1pE9Uvsa/w99+UKBUuTA1cmezMnUv//vij8SRKuuAO3owZI0dHSpgALnyRqfLl6ZN0QgKwdKnU0chYUpJm/mbIEGrgymTlwQNg+3Y69vOTNJQM42SJMWOlKmLdvRu4e1faWFiGqEaXli4FPn6UNhbZ2r8fuHkTyJ4d6NFD6mhYBixYQDlv/fpAqVJSR5MxnCwxZqyKFgUaNaLKSG4jIEstW1KpzYsXmkZ8TEeq+ZuePQEHB2ljYTqLjqaFvQAwdKi0sXwN2SRLb968ga+vLxwdHeHo6AhfX19ERUWleX58fDxGjRqF0qVLw97eHnny5EGXLl3w7LPigVq1akGhUCS7dOjQwcCPhrF0UrURWLUKiImRNhamMysrYOBAOuYt/zLg6lUgMBCwsJBfYx4GQPPS5ekJNGggdTQZJ5tkqVOnTggNDcW+ffuwb98+hIaGwtfXN83z379/jwsXLmD8+PG4cOECtm3bhtu3b6N5KsWBvXv3Rnh4uPqybNkyQz4UxtLPxwcoVow+nq1eLXU0LAN69wayZAEuXgROnJA6GplR1eu1agUULChpKEx3iYmaPqJ+fpTzypXOrQOkcOPGDZQoUQIhISGoVKkSACAkJATe3t64efMmihUrlq7bOXv2LL7//ns8evQI+fPnB0AjS2XLlsU8VQFhBnDrAGZQixYBgwbRtNyNG/J+xTFTffoAK1ZQIz7u6p1OL17QHGZsLGWZVatKHRHT0bZt9DefMycQFkb7hBsbg7UOkEJwcDAcHR3ViRIAVK5cGY6Ojjh16lS6b0epVEKhUMDJySnZ9WvXroWzszNKliyJESNGIOYL0x2xsbGIjo5OdmHMYLp2peLW27ep2JXJjmoGaft24NEjaWORjaVLKVH67jugShWpo2EZoCo369fPOBMlXcgiWYqIiIBLKo0ZXFxcEBERka7b+PjxI0aPHo1OnTolyx47d+6M9evX4+jRoxg/fjy2bt2K1q1ba70tf39/de2Uo6MjPDw8dHtAjOkiWzYqbgU0Y9pMVkqVAurWpRVBixdLHY0MxMZqFjUMHcpNWWXo3DkaELS21tTtyZmkydKkSZNSFFd/fjl37hwAQJHKfxYhRKrXfy4+Ph4dOnRAUlISFn/2StW7d2/Uq1cPpUqVQocOHbBlyxYcPHgQFy5cSPP2xowZA6VSqb6EhYXp+MgZ09GgQfSGsW8fLaNmsqMaXVqxgrf8+6ING4Dnz4G8eYE2baSOhmWAalSpfXsgTx5pY9EHKynvfNCgQV9ceVawYEFcvnwZz58/T/G9Fy9ewNXVVevPx8fHo127dnjw4AEOHz78xZqi8uXLw9raGnfu3EH5NPYfsrW1ha2trdbbYUyvChcGmjUDdu6kBn3c5VB2mjShX+P9+7TlX9++UkdkpD7dRGzQIBqaYLLy9Cl1rgfk3S7gU5KOLDk7O8PT01Prxc7ODt7e3lAqlThz5oz6Z0+fPg2lUokqWuayVYnSnTt3cPDgQeTKleuLMV27dg3x8fFwd3fXy2NkTG+GD6d/V6+m4lcmK5aWmj6j3EZAi6AgIDSUilz69JE6GpYBCxdS5/oaNUxnz2NZ1CwVL14cDRs2RO/evRESEoKQkBD07t0bTZs2TbYSztPTE9v/66mekJCANm3a4Ny5c1i7di0SExMRERGBiIgIxMXFAQDu3buHKVOm4Ny5c3j48CH27NmDtm3boly5cqjKKy+YsaleHahYkVpBc+GLLHXvzlv+fZFq/qZrV1pGxWTl3TtA1X3HVEaVAJkkSwCtWCtdujR8fHzg4+MDLy8v/P3338nOuXXrFpRKJQDgyZMn2LlzJ548eYKyZcvC3d1dfVGtoLOxscGhQ4fQoEEDFCtWDEOGDIGPjw8OHjyY6mbBjElKodCMLi1aBHz4IG08TGe85d8X3L0L7NpFx6q9Ypis/PUX8OaNpnLAVMiiz5Kx4z5LLNMkJABFigCPHwPLl1PHQyYrt29Tn1GFgo6/+UbqiIzI4ME0h9OkCfDvv1JHw3SUlAQUL05/1/Pny6Ppukn1WWKM/cfKSrNt95w59OrEZKVoUaBxY6pZWrhQ6miMSFQU8OefdGxK8zdmZO9eSpSyZ6cpZ1PCyRJjctOzJ70a3bwJ7NkjdTQsAz7d8o972v5n2TIqeCldGqhTR+poWAaoys169za9PY85WWJMbrJn16wSmj1b2lhYhvj40MaiMTHAypVSR2MEYmM1RVwjRnATShm6eJEWLXy66tOUcLLEmBwNGUJTckePAloaqDLjpFAAw4bR8dy5QHy8tPFIbv16IDycmlB+ofceM06//Ub/tmsHFCggbSyGwMkSY3Lk4UGtcQEeXZIpX1/A1ZU2GFU18DNLQmjeaX/6CbCxkTYeprNHj4CNG+n4f/+TNhZD4WSJMblStRHYuJHecZms2Nlppit+/dWMm1Tu2wdcu0ZFLtyEUpbmzwcSE2n/w3LlpI7GMDhZYkyuypUDatemVylu2iNLqt3YL10y4yaVv/5K//buTY2omKxERdF+hwCVm5kqTpYYkzPV6NKKFbysSoZy5aLFjYAmZzAr588DR44kb4nBZGXpUuDtW1rE2KCB1NEYDidLjMlZo0bUBS46GvjjD6mjYRkwdChgYQEcOEAjTGZFVavUvj3V4TFZiY2lfQ4B01/EyMkSY3JmYaFZVjV/Pi+rkqFChYC2belYlTuYhYcPgc2b6diU529M2Lp15rOIkZMlxuTuxx8BFxfaAmXLFqmjYRmgyhU2bDCjWv1586jerl49oGxZqaNhOkpKMq9FjJwsMSZ3dnbAwIF0PHu2GS+rkq+KFYFatWjrv3nzpI4mE7x5o5k2NtW15iZu3z7g+nXzWcTIyRJjpmDAACBLFiqYPXxY6mhYBqhyhuXLaYWRSVu6VLO1Sf36UkfDMkC1IKFPH/NYxMjJEmOmwNlZs6xq5kxpY2EZ0qgRULIkrSxavlzqaAzInKqCTdS5c7R5gJUVTcGZA06WGDMVw4fTxkyBgTTCxGRFodDULs2fD8TFSRuPwaxdC0REmEdVsIlS1Sp17Gg+ixg5WWLMVBQsqHnz4dElWerUCciTB3j2jFYamZykJM32POZQFWyCHjwwz0WMnCwxZkpGjaJ/t24F7tyRNhamMxsbzbTGb79RbmFSdu2iquDs2c2jKtgEzZlDf5c+PoCXl9TRZB5OlhgzJaVLA02aJF/Xy2SlTx9aYXTtGrB7t9TR6JEQgL8/HQ8YYB5VwSYmMlKziHHkSGljyWycLDFmalSjSwEB1DGOyYqTE9C/Px1Pn25CnSCCgoDTpwFbW/OpCjYx8+cDHz8C330H1KkjdTSZi5MlxkxNtWpAlSpUIcwb7MrS0KGUU4SEUI5hElSjSj16AG5u0sbCdBYdDSxaRMdjx5rfIkZOlhgzNQqFZnRpyRJAqZQ2HqYzNzfKKQBNjiFr58/T5neWltyEUqZULyUlSgDNm0sdTebjZIkxU9S0Kb2qRUdTA0AmO//7H+UWBw6YQCeIGTPo3w4daDM8JisfPgBz59LxqFG0JaW5McOHzJgZsLDQjC7NnUuFBkxWChWiPjaAzEeXbt+m1ZkAMHq0tLGwDAkIAJ4/BwoU0PxNmhtOlhgzVaqOcc+fA6tXSx0NywBVbrFtG3DzprSxZNisWVSl3qwZUKqU1NEwHSUk0K8QoL5K1tbSxiMVTpYYM1XW1tTVG6CNnBITpY2H6axkSaBFC8o1ZNln9MkT4K+/6HjMGGljYRmyYQPw8CGQO7emjs4ccbLEmCnr1QvImRO4d0/TdpfJiirHWLMGePxY2lh0NmcOEB8P1KwJeHtLHQ3TUVKSptzMzw/ImlXScCTFyRJjpszeXtPTZto0E2wJbfoqVaKeNgkJMusz+uqVZkdgHlWSpX//peaoDg7UR9SccbLEmKkbMoS2l7h2DfjnH6mjYRkwdiz9u2IFdVGWhYULgXfvgHLlaG8MJiufN1x3cpI0HMlxssSYqXNyAgYPpuOpU02oJbT5qFOHuiZ//CiTPqPR0ZpAR482vw6GJiAoiJqi2tlRk1Rzx8kSY+bAz4+m5C5eBPbskToapiOFQjO6tHChDPqMLloEvHkDeHoCP/wgdTQsA6ZOpX979ABcXaWNxRhwssSYOXB21mw4xqNLstS8uabP6MKFUkejxdu3wOzZdPzzz9RZk8nKiRPA4cO0oFbVrs3cySZZevPmDXx9feHo6AhHR0f4+voiKipK689069YNCoUi2aVy5crJzomNjcXgwYPh7OwMe3t7NG/eHE+ePDHgI2FMIsOH05j66dPAoUNSR8N0ZGGhGV2aMweIiZE2njQtWULF3d9+C7RvL3U0LANUo0rduwP580sbi7GQTbLUqVMnhIaGYt++fdi3bx9CQ0Ph6+v7xZ9r2LAhwsPD1Zc9n01B+Pn5Yfv27diwYQNOnDiBt2/fomnTpkjknjTM1Li5AX360LHq1ZDJSocOQNGiwOvXmk1Njcr799TTCwDGjQOsrKSNh+ksJIS22LGy4kWMyQgZuH79ugAgQkJC1NcFBwcLAOLmzZtp/lzXrl1FixYt0vx+VFSUsLa2Fhs2bFBf9/TpU2FhYSH27duX7viUSqUAIJRKZbp/hjFJhIUJYWMjBCBEUJDU0bAM+Osv+vXlyiVETIzU0XxmzhwKrnBhIeLipI6GZUCjRvQr7NFD6kgyR3rfv2UxshQcHAxHR0dUqlRJfV3lypXh6OiIU6dOaf3Zo0ePwsXFBUWLFkXv3r0R+cm62/PnzyM+Ph4+nyxrzZMnD0qVKqX1dmNjYxEdHZ3swpgs5MtHY+sAjy7JVMeOwDff0EzX4sVSR/OJDx80+2KMHWu++2LI2NmzwN69VGammvJlRBbJUkREBFxcXFJc7+LigoiIiDR/rlGjRli7di0OHz6M2bNn4+zZs6hTpw5iY2PVt2tjY4McOXIk+zlXV1ett+vv76+unXJ0dISHh0cGHxljEhg9ml4NDx6kMXcmK1ZWVDcNUJPKd++kjUdtxQogIoJ2W01HiQQzPqrPT507A0WKSBuLsZE0WZo0aVKKAuzPL+fOnQMAKFLp0yGESPV6lfbt26NJkyYoVaoUmjVrhr179+L27dvYvXu31ri+dLtjxoyBUqlUX8LCwtL5iBkzAgULat7Mpk2TNBSWMZ07A4ULAy9eUD215D5+1GxeN2YMYGMjbTxMZxcvArt20UKCceOkjsb4SJosDRo0CDdu3NB6KVWqFNzc3PD8+fMUP//ixQu46tAAwt3dHQUKFMCdO3cAAG5uboiLi8ObN2+SnRcZGan1dm1tbZE9e/ZkF8ZkZexYelXcvRv47wMJkw8rK80b2q+/Ul21pFatAp49o2nebt0kDoZlhGpUqWNHWkTAkpM0WXJ2doanp6fWi52dHby9vaFUKnHmzBn1z54+fRpKpRJVqlRJ9/29evUKYWFhcHd3BwBUqFAB1tbWCAwMVJ8THh6Oq1ev6nS7jMnOt98CnTrR8YQJ0sbCMsTXFyhUiLY/WbZMwkBiYzX7YoweDdjaShgMy4jLl4Ht26n5KY8qpU4WNUvFixdHw4YN0bt3b4SEhCAkJAS9e/dG06ZNUaxYMfV5np6e2L59OwDg7du3GDFiBIKDg/Hw4UMcPXoUzZo1g7OzM1q1agUAcHR0RM+ePTF8+HAcOnQIFy9exI8//ojSpUujXr16kjxWxjLNxIlUu7R3LxAcLHU0TEfW1poi3FmzqL5aEqtXA0+eAO7uQM+eEgXBvoZqVKldO6B4cWljMVaySJYAYO3atShdujR8fHzg4+MDLy8v/P3338nOuXXrFpT/7QNgaWmJK1euoEWLFihatCi6du2KokWLIjg4GA4ODuqfmTt3Llq2bIl27dqhatWqyJo1K3bt2gVL7jrLTN033wBdu9Ixjy7JUpcuVE8dEQEsXy5BALGxmrq3kSOp6SmTlUuXgC1baFRJtXCApaQQgvc9+FrR0dFwdHSEUqnk+iUmLw8f0pRcQgLtnFmjhtQRMR0tXw707Us9R+/dA7JmzcQ7X7iQNmnOkwe4exfIkiUT75zpQ4sWwM6dVKu0bp3U0WS+9L5/y2ZkiTFmAAULaqZOxo/nPeNkqFs3+jVGRGTynnHv3wO//ELHP//MiZIMnT5NiZKFBTBpktTRGDdOlhgzd+PG0VLvY8do90wmKzY2mje6mTOB/yoRDG/xYsrQPk24mayMH0//du3KK+C+hJMlxsydhwfN4wA8uiRTP/4IeHrSnnFz52bCHUZHAzNm0PHEidxXSYaCgoDAQFoowCWLX8bJEmOMGgna2dGquH37pI6G6cjSEpgyhY7nzKGtUAxq/ny6k6JFKVNjsiKEZlSpVy8aHGTacbLEGKNl3wMG0PGECTy6JEM//ACUKQPExGiaaRvE69e0zwoATJ5MHTKZrAQGAsePU0ss7quUPpwsMcbIqFGAvT119N65U+pomI4sLDSr+BcuBMLDDXRHs2fTNFzp0tSYh8mKEJoWAQMGAHnzShuPXHCyxBgjLi60DBygj5uJidLGw3TWpAlQuTI1qJw+3QB3EBlJU3AAdTK04LcQudm1Czh7llpMjB4tdTTywX/pjDGNkSMBJyfg2jXgs6avzPgpFJrV/MuWAY8e6fkOZswA3r0DKlYEmjfX840zQ0tM1Iwq/fQTfT5i6cPJEmNMI0cOzR4aEybQbvJMVurUoUt8PJUU6c3Dh8CiRXQ8bRplZkxW1qwBrlyhz0MjRkgdjbxwssQYS27QINo9PixM8+bIZEU1urR6NXD1qp5u9Oefgbg4oG5dwMdHTzfKMsvHj5oVcGPHAjlzShuP3HCyxBhLLksWzZDEL78AUVGShsN0V7kyrY5LStJTXcrFi8DatXQ8cyaPKsnQwoX0+SdfPvo8xHTDyRJjLKUuXYASJYA3b2hLeyY706fTqv7du4EjR77yxkaNon87dgQqVPjq2FjmevNGU/A/dSrvTJMRnCwxxlKysgL8/el43jzg2TNJw2G6K1pU05h95EgaZcqQwEBNq2fV/B6TFX9/SphKlwZ8faWORp44WWKMpa5ZM6BqVVqHrtdKYZZZJkwAsmWj1lmbNmXgBpKSNKNKAwYAhQrpNT5meI8fA7//TsczZlC3d6Y7TpYYY6lTKDT7f61cCdy8KW08TGcuLppcZ+xYIDZWxxvYsIHqlbJn16w5Z7IyYQL93mvWBBo1kjoa+eJkiTGWtmrVqJ9OYqLmXZfJytChtJvNgwfAkiU6/GBsrGYvjFGjAGdng8THDOfyZeCvv+h41iyuy/8anCwxxrRTjd3v3AkcPix1NExH9vaaTXanTdNhcePixdRbKU8ewM/PMMExgxo1irY3adsW+P57qaORN06WGGPaFS8O9O9Px0OH8jYoMtStGy1ufPVKM7Oq1cuXmgxr8mTaG4PJyt69wL59XJevL5wsMca+bNIkavt7+TKwapXU0TAdWVlReyQAmDsXuH//Cz8wcSINQZUpA3TvbujwmJ7FxwPDhtHxkCHAt99KG48p4GSJMfZluXLRGyhAhb7R0dLGw3TWpAlQvz414da61cXVq8DSpXQ8fz4vn5KhxYtpPUbu3Jqu3ezrcLLEGEufAQPoI2pkpKYHE5MNhYJGlSwtge3bgUOHUjlJCJpqTUqiFuA1a2Z6nOzrvHpFA8EANaB0dJQ0HJPByRJjLH1sbIDZs+l47lxaXsVkpWRJynkBqtlOSPjshF27gIMH6Xf966+ZHR7TA9UMqpcX0KuX1NGYDk6WGGPp17QpbaQaG8utBGRq0iTaRPXqVWD58k++ERsLDB9Ox8OGcQNKGbp2TTODOm8ez6DqEydLjLH0UyiAOXMACwtg82Y9bDrGMlvOnDQ9A1A9y+vX/31jwQLg7l3AzY06WDJZUc2gJiYCrVoBtWtLHZFp4WSJMaYbLy9NK4GBA2npDZOVPn2AUqUoUZo0CUBEhCaDmj4dcHCQMjyWATt30hZ+PINqGJwsMcZ0N3UqLbW5cYNWTDFZsbKiaRqAVk696f0/WuFYsSLQtauksTHdvX8P/PQTHQ8bBhQpIm08poiTJcaY7nLkoP0TABqaePJE0nCY7urWBVq3BqolHkWOf9dAKBSUOVnw24Lc/PIL8OgRkD8/b+FnKPy/gjGWMV26AFWqAO/eaQqDmazMmxWHJYqBAICbNfsC330ncURMV7duaabd5s2j7W2Y/nGyxBjLGAsLYNEi+nfTJlpyzmTFY+s8FBfXEYncaHppOl69kjoipgshNGWDjRsDLVtKHZHp4mSJMZZxZcvSqzUADBpE7aGZPISF0b5vAH7P9yvuv8nB3SBkZtMmai5qawv8/jstVmWGwckSY+zrTJkCuLjQfMBvv0kdDUsvPz+qDK5WDY3WdwEArFwJnDwpbVgsfWJiNPu/jR3LRd2GJptk6c2bN/D19YWjoyMcHR3h6+uLqKgorT+jUChSvfz6ybrKWrVqpfh+hw4dDPxoGDMhTk6aJGnKFODOHUnDYemwaxewbRt1LVy8GFWrKdCzJ32rXz/uBiEHY8cCz55RkjRypNTRmD7ZJEudOnVCaGgo9u3bh3379iE0NBS+vr5afyY8PDzZZdWqVVAoFPjhhx+Snde7d+9k5y1btsyQD4Ux0/Pjj4CPD3WB7t2b9hZjxkmp1PTJGjYMKF0aADBzJu2XfPWqpq0AM06nTlG5IEAdu+3spI3HHCiEEELqIL7kxo0bKFGiBEJCQlCpUiUAQEhICLy9vXHz5k0UK1YsXbfTsmVLxMTE4NAnO0jWqlULZcuWxbyveHWIjo6Go6MjlEolsmfPnuHbYUzWHjygTofv3wMrVvDGVMaqf396hy1SBLh8GciaVf2tP/8EevSgN9/Ll2nfZGZcYmOBcuWoxVn37sCqVVJHJG/pff+WxchScHAwHB0d1YkSAFSuXBmOjo44depUum7j+fPn2L17N3qqxpo/sXbtWjg7O6NkyZIYMWIEYmJitN5WbGwsoqOjk10YM3uFCgHTptHxiBFAeLi08bCUjh3TbB62YkWyRAkAunWj/ksfP1KuywOExueXXyhRcnXlEsHMJItkKSIiAi4uLimud3FxQURERLpuY/Xq1XBwcEDr1q2TXd+5c2esX78eR48exfjx47F169YU53zO399fXTvl6OgIDw+P9D8YxkzZkCHUq0epBAYPljoa9qkPHzSjfb17p7p5mEIB/PEH9eo5dox6VDLjceUK4O9PxwsW0D5/LHNImixNmjQpzSJs1eXcuXMAqFj7c0KIVK9PzapVq9C5c2fYfTa527t3b9SrVw+lSpVChw4dsGXLFhw8eBAXLlxI87bGjBkDpVKpvoSFhenwqBkzYZaWNGJhZQVs3Qps3y51RExFVXzv7q7pvp6KggWpfgkARo+m2VUmvcREynUTEoAWLYA2baSOyLxYSXnngwYN+uLKs4IFC+Ly5ct4/vx5iu+9ePECrq6uX7yf48eP49atW9i4ceMXzy1fvjysra1x584dlC9fPtVzbG1tYWtr+8XbYswslSlDy3OmT6elVdWq0T5yTDrnz2vaPC9eTCsYtejfn3r4HDtGg1CBgdzDR2pz5wJnzgDZs1NxN/8+MpekyZKzszOcnZ2/eJ63tzeUSiXOnDmD77//HgBw+vRpKJVKVKlS5Ys/v3LlSlSoUAFlypT54rnXrl1DfHw83N3dv/wAGGOpmzCBtkG/ehXo25dGmfjVXRofPgC+vjQ00bZtuto8W1hQzyUvL2p6uGIF0KeP4UNlqbt6FRg3jo5nzwby5pU2HnMki5ql4sWLo2HDhujduzdCQkIQEhKC3r17o2nTpslWwnl6emL7Z8P+0dHR2Lx5M3qlsjLn3r17mDJlCs6dO4eHDx9iz549aNu2LcqVK4eqVasa/HExZrJsbYG//wasrWkqbs0aqSMyX2PHUkWwmxuwZEm6f+ybb6iYGKB6/UePDBQf0youjjpzxMUBTZsCqaxRYplA0pElXaxduxZDhgyBj48PAKB58+ZYuHBhsnNu3boFpVKZ7LoNGzZACIGOHTumuE0bGxscOnQI8+fPx9u3b+Hh4YEmTZpg4sSJsLS01PtjSExMRDx3e0uVtbW1QZ5zJqGyZYGJE2kb9MGDgVq1AF4MkbkOH9Y0TVq1ihop6WDIEGDzZiA4mPZNPnyYytJY5pk8Gbh0iX51K1bwAK1UZNFnydh9qU+DEAIRERFf7Dhu7pycnODm5pbuon0mAwkJVLN0+jStST9wgOZ4mOFFRdE8WlgYTYWqWgbo6N49ynvfvqUytDFj9Bol0+LUKaB6dWrhsGUL8Fk/ZaYH6e2zxMmSHnzpyQ4PD0dUVBRcXFyQNWtWTgY+I4TA+/fvERkZCScnJ64XMzW3b9O77YcPtNsntxTIHF260FRokSJAaCiQLVuGbyoggBogWlnRKFPFinqLkqXh7Vv6b3PvHpWc/fWX1BGZJk6WMpG2JzsxMRG3b9+Gi4sLcuk4BG5uXr16hcjISBQtWpSn5EzNwoWUJNna0ihTOhZbsK+wcSPQoQON4h0/DqRjIYw2QgDt29OUXNGiwIUL1IuJGU6vXlRk7+FB3dS/sICRZZBJdfCWM1WNUtbPOuWylFTPEdd1maCBA6k6NTaW3nXfvpU6ItN17x6t9wdozuwrEyWA6mSWLgXy5aOBQtVu98ww1q2jREmhAFav5kTJGHCylEl46u3L+DkyYQoFbTyWNy9w6xZPxRmKKhmNiaFasUmT9HbTOXPSVJBCASxfTjU0TP/u3KESM4A6cKTSaJ1JgJMllmEKhQI7duyQOgwmF87OwNq1NDUUEMDtBAxh9GhqQJkrF7B+PRUZ6VHt2sCoUXTcowe9sTP9+fgRaNeOBl5r1gTGj5c6IqbCyRJLU2RkJPr27Yv8+fPD1tYWbm5uaNCgAYKDgwFQ4XqjRo0kjpLJSs2a9HEZoDbRt25JG48p2blT0yZg9WqaMzOAqVOBGjVo8KpNG+D9e4PcjVn63/+oFl/1uYJLN40HJ0ssTT/88AMuXbqE1atX4/bt29i5cydq1aqF169fAwDc3Nx42xemu59/pqTp7VugVSt612Vf5+5doGtXOh4+HGjSxGB3ZWUFbNgAuLhQ4fGgQQa7K7Oybh2tgwBoupO7dBsXTpZYqqKionDixAnMnDkTtWvXRoECBfD9999jzJgxaPLfC/Gn03APHz6EQqHAtm3bULt2bWTNmhVlypRRj0IxpmZpSe+2efJQZ+lu3Wi5FcuYt29pC5OoKMDbm5ohGZi7O/0KLSyoFG3VKoPfpUkLDaXVbwDV5POAvfHhZCmTCQG8eyfNRZf3o2zZsiFbtmzYsWMHYmNj0/1z48aNw4gRIxAaGoqiRYuiY8eOSEhIyMAzxUyamxvtF2dtDWzbBsyYIXVE8iQENUC6do0ymK1bARubTLnr2rWBKVPoeMAA6gjBdPfqFQ2wfvhASdLUqVJHxFLDyVIme/+eesNJcdGltsDKygoBAQFYvXo1nJycULVqVYwdOxaXL1/W+nMjRoxAkyZNULRoUUyePBmPHj3C3bt3v/JZYyapcmXNvMO4ccD+/dLGI0czZtCyNGtrSpQyuaHrmDFA8+a0CK9lS+DJk0y9e9lLSKB2WA8fUu9QrlMyXpwssTT98MMPePbsGXbu3IkGDRrg6NGjKF++PAICAtL8GS8vL/WxqhN3ZGSkoUNlctWnD80/CEHvGjduSB2RfOzZo9mKfuFCmoLLZBYWtKixdGkgIgJo0YILvnUxahRw8CA1+NyxA8iRQ+qIWFo4WcpkWbNSiYEUl4z0xbSzs0P9+vUxYcIEnDp1Ct26dcPEiRPTPN/a2lp9rOqblJSUpPsdM/OxcCE1ToyKosJkTq6/7OJFWmMuBCWcffpIFoqDAy3Ec3amzt5cgpY+ixYBc+bQcUAAUKqUpOGwL9BvEw72RQqFvLcJKFGiBPdWYvpla0sfq729qft08+bAkSNAlixSR2acHj+mpPLdO6BePc1UpoQKFqTSs7p1NVuiTJsmdVTGa9cuYMgQOp4+nVowMOPGI0ssVa9evUKdOnWwZs0aXL58GQ8ePMDmzZsxa9YstGjRQurwmKnJnRvYvZvmIU6fpp1DeUQyJaWSEqXwcBqKUNUrGYHq1YFly+j4l19o5ISldP48zTgnJdEM9OjRUkfE0oOTJZaqbNmyoVKlSpg7dy5q1KiBUqVKYfz48ejduzcWGsEnWWaCihWjESZVsfLQoTyf86nYWOCHH4CrV6mQe88ewNFR6qiS6d5ds0Ju8GAaZWIaDx7QFonv3wM+PsDixTTbwIyfQgh+Nfpa2nYt/vjxIx48eIBChQrBzs5OogjlgZ8rBoCWBP34Ix1PmABMnixtPMYgIYFqlLZvp6Wtx44B5cpJHVWqhKBGlYsXUxeDfft4fzMAePqURt8ePKCC+BMnAC2b3LNMou39+1M8ssQYMy6dOwMLFtDxlCmaKlhzlZREVdPbt2vqu4w0UQJopOT332kQLC6OVsiZew+mFy+ovOzBA2oRsH8/J0pyw8kSY8z4DBqkqRAePlxTDGNuhKA99NaupX1GNm+mKmojZ2lJLQVq16bdbHx8gDNnpI5KGlFR9Phv3qTt+g4dyvR2WEwPOFlijBmnsWNpZ1EA6NfPKFZ9ZaqkJHrcy5drGho1ayZ1VOlmZ0ervmrUAKKjKWE4d07qqDLXy5dAnTq0nYmLCyVKBQpIHRXLCE6WGGPGSaEAZs6kkSWAKoZnz5Y2psySkEAb46oSpVWrgPbtpY5KZ/b2tMixWjVayFe/PhASInVUmSM8HKhVi1piubhQ88miRaWOimUUJ0uMMeOlUAC//kqjTAAwYgTVMZnyupS4OFpbvmYNzWetXUuJk0xly0YL96pWpSmpunWBvXuljsqwwsKAmjVpy748eYCgICrqZvLFyRJjzLgpFNS4R7UmfeJEoG9fGn0xNVFRtJuqakPcrVspcZI5Bwcqam7YkJbNN29OOaApCg2lbQ/v3KFmncePA56eUkfFvhYnS4wxeRg/nlbJKRTAihX0jvv2rdRR6c+jRzT8cvgwDcfs2kVLyUyEvT1ti9K5M+W5P/4I+Pub1iDh3r3UHuDZM6BkSerwULiw1FExfeBkiTEmH4MG0RL6LFk070wPHkgd1dc7eZKGI65fp3mb48epItrEWFsDf/0F+PnR12PHAp06yX/zXSGoY3mzZpS/161LfZQ8PKSOjOkLJ0uMMXlp0YL2jsudm+Y8KlSgohg5EoJW+dWqBUREUGFLSAhQtqzUkRmMhQUwdy6wZAl1Q9iwgXLex4+ljixj3r2j3XkGDQISE6kl1p49gJOT1JExfeJkiTEmP5Uq0SZblSoBb97QHhITJsirjkmppLmowYMp7g4dgOBgsxmO6NePltI7OwMXLgBlylCJlpzcukV/gmvXUi3+b7/RwkUbG6kjY/rGyRLTKiIiAoMHD0bhwoVha2sLDw8PNGvWDIcOHZI6NGbuPDxomdGAATRCM3UqDVHcuSN1ZF927Bjg5QWsW0fvsnPm0LG9vdSRZaoaNYCzZ4Hvv6fa9jZtgD59aLTGmCUl0YBg+fK04s3dnQY7hw/nvd5MFSdLLE0PHz5EhQoVcPjwYcyaNQtXrlzBvn37ULt2bQwcOFDq8Bij7T8WLaKP9o6Omims3383zlGmmBjaILhWLZp3KlyYEqehQ832XbZgQarvGT1aU7vv5QUcOCB1ZKl78ID6RQ0eTLVWdevSyFj16lJHxgxKsK+mVCoFAKFUKlN878OHD+L69eviw4cPEkT2dRo1aiTy5s0r3r59m+J7b968EUII8ejRI9G8eXNhb28vHBwcRNu2bUVERIT6vNDQUFGrVi2RLVs24eDgIMqXLy/Onj2b6v3J+bliRuDxYyHq1BGCxpmEKFtWiFOnpI6KJCUJsWWLEHnzauLr3l2I6GipIzMqhw4JkS+f5inq1EmIp0+ljoq8fy/EpElC2NlRbFmzCrFwoRCJiVJHxr6GtvfvT/HIUmYTgsaYpbjosEb39evX2LdvHwYOHAj7VKYGnJycIIRAy5Yt8fr1awQFBSEwMBD37t1D+086DXfu3Bn58uXD2bNncf78eYwePRrW1tZ6eSoZS8bDAwgMpMrhHDmo+LtKFaBjR+D2beniOnmShh3atKGt5wsXBvbto+IWBwfp4jJCderQgsAhQ2iUad064NtvgZ9/pi1TpJCQQCv4SpQAJk0CPn7UbGEycCAVrDMzkDm5m2nTaWTp7VvNx6bMvqQyQpSW06dPCwBi27ZtaZ5z4MABYWlpKR4/fqy+7tq1awKAOHPmjBBCCAcHBxEQEJCu++SRJaY3kZFC9Oih+du3tKSRnCtXMuf+k5KEOHhQiEaNNDHY2Qnx8880RMG+6MwZIby9NU9frlxCTJhAv9rM8PGjEKtXC1G0qCYGDw8hNm+mXy8zDSY3svTLL7+gSpUqyJo1K5zSuSZTCIFJkyYhT548yJIlC2rVqoVr164lOyc2NhaDBw+Gs7Mz7O3t0bx5czx58sQAj0BexH+jUAotdRQ3btyAh4cHPD5ZvVOiRAk4OTnhxo0bAIBhw4ahV69eqFevHmbMmIF79+4ZNnDGAGorsHIlbczVtCmt6f7zT1qaX68eLbv6+FH/9/vmDe3n5uVF97N3LxVw9+kD3L1LRehZsuj/fk3Qd9/RoNy2bUCxYsCrV9TEPX9+oGdPakVliIaWDx5Q/9P8+WmXmdu3gVy5aJvCGzdogNBMy8vMmmySpbi4OLRt2xb9+/dP98/MmjULc+bMwcKFC3H27Fm4ubmhfv36iImJUZ/j5+eH7du3Y8OGDThx4gTevn2Lpk2bIjEx0RAPA8ialbqWSXHJmjXdYX777bdQKBTqpCc1QohUk6lPr580aRKuXbuGJk2a4PDhwyhRogS2b9+u+/PGWEaULUudsIODgR9+oDmTQ4foHc/Fhd4NN28GXrzI+H08fEiJWPPmgKsrbcVy9SqtbBs8GLh5E1i2DMibV1+PymwoFECrVvR0btwIVKxIOe6qVbSS7ptvaLvAgweB2NiM3UdiIuXUs2ZRgla4MDBtGhAZSb+y6dMpgRo50uwWK7JPKIQwRG5uOAEBAfDz80NUVJTW84QQyJMnD/z8/DBq1CgANIrk6uqKmTNnom/fvlAqlcidOzf+/vtvdZ3Ns2fP4OHhgT179qBBgwbpiik6OhqOjo5QKpXInj17su99/PgRDx48QKFChWBnZ6f7A5ZQo0aNcOXKFdy6dStF3VJUVBTOnj2LRo0a4cGDB+rRpevXr6NkyZI4e/YsKlasmOI2O3bsiHfv3mHnzp0pvifn54rJxKNHVNO0bh3tdvqpkiUpuSpZkt6Fc+emi7U1vaPGxwMvX1LzyJs3ac34hQuULH2qdGlKwnr25M6EeiYEjSgFBFCO++luN3Z21KupXDmqL8qbly7ZstGvUKGg9gSvX9NCxJs3qT4qOJhaXqlYWAC1a1MfqBYt6GeZ6dL2/p2MoecD9e3PP/8Ujo6OXzzv3r17AoC4cOFCsuubN28uunTpIoQQ4tChQwKAeP36dbJzvLy8xIQJE9K87Y8fPwqlUqm+hIWFmeRquPv37ws3NzdRokQJsWXLFnH79m1x/fp1MX/+fOHp6SmSkpJEuXLlRPXq1cX58+fF6dOnRYUKFUTNmjWFEEK8f/9eDBw4UBw5ckQ8fPhQnDhxQhQpUkSMHDky1fuT83PFZCYxUYgTJ4Tw8xPCy+vragGtrISoUoUKaq5elfqRmY23b4XYuJFK0dzdv+5X6OBA5WVLlgjx/LnUj4xlpvTWLFllTu6W+SIiIgAArq6uya53dXXFo0eP1OfY2NggR44cKc5R/Xxq/P39MXnyZD1HbHwKFSqECxcu4JdffsHw4cMRHh6O3Llzo0KFCliyZAkUCgV27NiBwYMHo0aNGrCwsEDDhg2xYMECAIClpSVevXqFLl264Pnz53B2dkbr1q3N4rljRs7CgjatrVqVvn7xgoYYrl2jOZ/Hj+m6ly9pVMnCgvbmcHam6bsiRYBSpehSuTINX7BMZW8PtGtHFyGoF+nFi9TY/d49Wnj47Bnw4QOtaEtKooG+nDkBNzfA05MuFSrQgKKVyb4bMn2Q9M9j0qRJX3zjTGs6J70+r6kRadTZ6HLOmDFjMGzYMPXX0dHRyYqcTYm7uzsWLlyIhQsXpvr9/Pnz459//kn1ezY2Nli/fr0hw2NMP3Lnppqj5s2ljoRlgEIBFC1Kl086lzCmN5ImS4MGDUKHDh20nlOwYMEM3babmxsAGj1yd3dXXx8ZGakebXJzc0NcXBzevHmTbHQpMjISVapUSfO2bW1tYWtrm6G4GGOMMSYvkiZLzs7OcHZ2NshtFypUCG5ubggMDES5cuUA0Iq6oKAgzJw5EwBQoUIFWFtbIzAwEO3atQMAhIeH4+rVq5g1a5ZB4mKMMcaYvMhmlvbx48d4/fo1Hj9+jMTERISGhgIAvvnmG2T7r17A09MT/v7+aNWqFRQKBfz8/DB9+nR8++23+PbbbzF9+nRkzZoVnTp1AgA4OjqiZ8+eGD58OHLlyoWcOXNixIgRKF26NOrVqyfVQ2WMMcaYEZFNsjRhwgSsXr1a/bVqtOjIkSOoVasWAODWrVtQfrIGdOTIkfjw4QMGDBiAN2/eoFKlSjhw4AAcPtliYO7cubCyskK7du3w4cMH1K1bFwEBAbC0tMycB8YYY4wxoya7PkvGyFT7LGU2fq4YY4xlpvT2WZJNB2+545z0y/g5YowxZow4WTIw6//av75//17iSIyf6jmy5pa5jDHGjIhsapbkytLSEk5OToiMjAQAZM2a9Yt9nsyNEALv379HZGQknJycuF6MMcaYUeFkKROoej6pEiaWOicnJ/VzxRhjjBkLTpYygUKhgLu7O1xcXBAfHy91OEbJ2tqaR5QYY4wZJU6WMpGlpSUnBIwxxpjMcIE3Y4wxxpgWnCwxxhhjjGnByRJjjDHGmBZcs6QHqmaK0dHREkfCGGOMsfRSvW9/qSkyJ0t6EBMTAwDw8PCQOBLGGGOM6SomJgaOjo5pfp/3htODpKQkPHv2DA4ODnptOBkdHQ0PDw+EhYVp3bPGXPHzox0/P9rx86MdPz9p4+dGOzk9P0IIxMTEIE+ePLCwSLsyiUeW9MDCwgL58uUz2O1nz57d6P/gpMTPj3b8/GjHz492/PykjZ8b7eTy/GgbUVLhAm/GGGOMMS04WWKMMcYY04KTJSNma2uLiRMnwtbWVupQjBI/P9rx86MdPz/a8fOTNn5utDPF54cLvBljjDHGtOCRJcYYY4wxLThZYowxxhjTgpMlxhhjjDEtOFlijDHGGNOCkyUjtnjxYhQqVAh2dnaoUKECjh8/LnVIRuHYsWNo1qwZ8uTJA4VCgR07dkgdklHx9/fHd999BwcHB7i4uKBly5a4deuW1GEZhSVLlsDLy0vdLM/b2xt79+6VOiyj5e/vD4VCAT8/P6lDMQqTJk2CQqFIdnFzc5M6LKPy9OlT/Pjjj8iVKxeyZs2KsmXL4vz581KH9dU4WTJSGzduhJ+fH8aNG4eLFy+ievXqaNSoER4/fix1aJJ79+4dypQpg4ULF0odilEKCgrCwIEDERISgsDAQCQkJMDHxwfv3r2TOjTJ5cuXDzNmzMC5c+dw7tw51KlTBy1atMC1a9ekDs3onD17FsuXL4eXl5fUoRiVkiVLIjw8XH25cuWK1CEZjTdv3qBq1aqwtrbG3r17cf36dcyePRtOTk5Sh/bVuHWAkapUqRLKly+PJUuWqK8rXrw4WrZsCX9/fwkjMy4KhQLbt29Hy5YtpQ7FaL148QIuLi4ICgpCjRo1pA7H6OTMmRO//vorevbsKXUoRuPt27coX748Fi9ejGnTpqFs2bKYN2+e1GFJbtKkSdixYwdCQ0OlDsUojR49GidPnjTJWRAeWTJCcXFxOH/+PHx8fJJd7+Pjg1OnTkkUFZMrpVIJgJICppGYmIgNGzbg3bt38Pb2ljocozJw4EA0adIE9erVkzoUo3Pnzh3kyZMHhQoVQocOHXD//n2pQzIaO3fuRMWKFdG2bVu4uLigXLlyWLFihdRh6QUnS0bo5cuXSExMhKura7LrXV1dERERIVFUTI6EEBg2bBiqVauGUqVKSR2OUbhy5QqyZcsGW1tb9OvXD9u3b0e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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot again to see the gaps filled in nicely\n", + "plt.plot(dfi[\"x\"],dfi[\"y\"],color=\"b\")\n", + "plt.plot(dfi[\"x\"],dfi[\"z\"],color=\"r\")\n", + "plt.xlabel(\"Radians\")\n", + "plt.ylabel(\"Sin & Cos\")\n", + "plt.title(\"Interpolated Data\")\n", + "plt.legend([\"Sin\",\"Cos\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Okay, very nice. Now, add a new column named \"tan\" that holds the tangent of x, i.e. $\\tan(x)$. Display only the x and tan columns." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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xtan
00.0000000.000000e+00
10.0062896.289558e-03
20.0125791.257961e-02
30.0188681.887066e-02
40.0251582.516321e-02
.........
9956.258027-2.516321e-02
9966.264317-1.887066e-02
9976.270606-1.257961e-02
9986.276896-6.289558e-03
9996.283185-2.449294e-16
\n", + "

1000 rows × 2 columns

\n", + "
" + ], + "text/plain": [ + " x tan\n", + "0 0.000000 0.000000e+00\n", + "1 0.006289 6.289558e-03\n", + "2 0.012579 1.257961e-02\n", + "3 0.018868 1.887066e-02\n", + "4 0.025158 2.516321e-02\n", + ".. ... ...\n", + "995 6.258027 -2.516321e-02\n", + "996 6.264317 -1.887066e-02\n", + "997 6.270606 -1.257961e-02\n", + "998 6.276896 -6.289558e-03\n", + "999 6.283185 -2.449294e-16\n", + "\n", + "[1000 rows x 2 columns]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfi[\"tan\"] = dfi[\"x\"].apply(lambda x: np.tan(x))\n", + "dfi[[\"x\", \"tan\"]]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The values in the x-column are angles, expressed as radians. Change the x column so that the angles are written as degrees. Display the x and tan columns of the dataframe." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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xtan
00.0000000.000000e+00
10.3603606.289558e-03
20.7207211.257961e-02
31.0810811.887066e-02
41.4414412.516321e-02
.........
995358.558559-2.516321e-02
996358.918919-1.887066e-02
997359.279279-1.257961e-02
998359.639640-6.289558e-03
999360.000000-2.449294e-16
\n", + "

1000 rows × 2 columns

\n", + "
" + ], + "text/plain": [ + " x tan\n", + "0 0.000000 0.000000e+00\n", + "1 0.360360 6.289558e-03\n", + "2 0.720721 1.257961e-02\n", + "3 1.081081 1.887066e-02\n", + "4 1.441441 2.516321e-02\n", + ".. ... ...\n", + "995 358.558559 -2.516321e-02\n", + "996 358.918919 -1.887066e-02\n", + "997 359.279279 -1.257961e-02\n", + "998 359.639640 -6.289558e-03\n", + "999 360.000000 -2.449294e-16\n", + "\n", + "[1000 rows x 2 columns]" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfi['x'] = dfi['x'].apply(lambda x: x * 180/np.pi)\n", + "dfi[['x','tan']]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now try narrowing down dfi.
\n", + "Select x values greater than 90 degrees, and less than 270 degrees; store the x and tan columns in a new dataframe called df_tan.
\n", + "Display the results." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
xtan
25090.090090-635.982628
25190.450450-127.194010
25290.810811-70.660078
25391.171171-48.914967
25491.531532-37.401863
.........
745268.46846837.401863
746268.82882948.914967
747269.18918970.660078
748269.549550127.194010
749269.909910635.982628
\n", + "

500 rows × 2 columns

\n", + "
" + ], + "text/plain": [ + " x tan\n", + "250 90.090090 -635.982628\n", + "251 90.450450 -127.194010\n", + "252 90.810811 -70.660078\n", + "253 91.171171 -48.914967\n", + "254 91.531532 -37.401863\n", + ".. ... ...\n", + "745 268.468468 37.401863\n", + "746 268.828829 48.914967\n", + "747 269.189189 70.660078\n", + "748 269.549550 127.194010\n", + "749 269.909910 635.982628\n", + "\n", + "[500 rows x 2 columns]" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_tan = dfi.loc[(dfi['x'] > 90) & (dfi['x'] < 270)]\n", + "df_tan[['x','tan']]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Run the cell below to visualize the data in df_tan." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.plot(df_tan[\"x\"], df_tan[\"tan\"],color=\"b\")\n", + "plt.ylim([-10,10])\n", + "plt.xlabel(\"Degrees\")\n", + "plt.ylabel(\"Tan\")\n", + "plt.title(\"90\\N{degree sign} to 270\\N{degree sign}\")\n", + "plt.legend([\"Tan\"])" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/Assignments/#11/sin_cos.csv b/Assignments/#11/sin_cos.csv new file mode 100644 index 0000000..7acba8a --- /dev/null +++ b/Assignments/#11/sin_cos.csv @@ -0,0 +1,1001 @@ +,x,y,z +0,0.0,0.0,1.0 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sns\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Run the following cell to ignore warnings." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Import the \"fruit.csv\" file into a DataFrame called fruit.
\n", + "Set the index to column 0.
\n", + "Display the fruit DataFrame." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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WeightVolumeType
0125.858142150.073191Apple
1126.349007149.545374Apple
2114.910669208.031405Apple
3125.560725198.451386Apple
4128.774059159.483184Apple
............
995221.092550221.271868Orange
996182.222555199.993081Orange
997164.744415255.303100Orange
998213.896346207.875747Orange
999179.020715211.708311Orange
\n", + "

2000 rows × 3 columns

\n", + "
" + ], + "text/plain": [ + " Weight Volume Type\n", + "0 125.858142 150.073191 Apple\n", + "1 126.349007 149.545374 Apple\n", + "2 114.910669 208.031405 Apple\n", + "3 125.560725 198.451386 Apple\n", + "4 128.774059 159.483184 Apple\n", + ".. ... ... ...\n", + "995 221.092550 221.271868 Orange\n", + "996 182.222555 199.993081 Orange\n", + "997 164.744415 255.303100 Orange\n", + "998 213.896346 207.875747 Orange\n", + "999 179.020715 211.708311 Orange\n", + "\n", + "[2000 rows x 3 columns]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fruit = pd.read_csv(\"fruit.csv\", index_col=0)\n", + "fruit" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use matplotlib plot function to plot x=Volume vs. y=Weight of ALL the data.
\n", + "Use marker style \"bo\".
\n", + "Label your axes and title the chart: Apples vs. Oranges." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.plot(fruit[\"Volume\"], fruit[\"Weight\"], \"o\", color=\"blue\")\n", + "plt.xlabel(\"Volume\")\n", + "plt.ylabel(\"Weight\")\n", + "plt.title(\"Apples vs. Oranges\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Apples vs. Oranges')" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure()\n", + "axes = fig.add_axes([0,0,0.77,0.77])\n", + "axes.plot(fruit[\"Volume\"], fruit[\"Weight\"], \"o\", color=\"blue\")\n", + "axes.set_xlabel(\"Volume\")\n", + "axes.set_ylabel(\"Weight\")\n", + "axes.set_title(\"Apples vs. Oranges\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Practice your pandas data selection and make two plots on the same canvas:
\n", + "1. Weight vs. Volume of ONLY Apples, use blue for the marker color.
\n", + "2. Weight vs. Volume of ONLY Oranges, use red for the marker color.
\n", + "Add labels, title and a legend." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure()\n", + "axes = fig.add_axes([0,0,0.77,0.77])\n", + "axes.plot(fruit[fruit[\"Type\"]==\"Apple\"][\"Volume\"], \n", + " fruit[fruit[\"Type\"]==\"Apple\"][\"Weight\"],\n", + " \"o\", color=\"b\", label=\"Apples\")\n", + "axes.plot(fruit[fruit[\"Type\"]==\"Orange\"][\"Volume\"], \n", + " fruit[fruit[\"Type\"]==\"Orange\"][\"Weight\"],\n", + " \"o\", color=\"r\", label=\"Oranges\")\n", + "axes.set_xlabel(\"Volume\")\n", + "axes.set_ylabel(\"Weight\")\n", + "axes.set_title(\"Apples vs. Oranges\")\n", + "axes.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use seaborn to create a scatterplot of ALL the data.
\n", + "x=Volume
\n", + "y=Weight" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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4XlWH76rrmxVrI2R9Wj55oOD4D1VaMD8/gx5zc1LVqTm1u328rSXG9u+GY+frAATP+/lZg5Acr0GD04c4rRL1Do+kFYq6FjFqBes5qXYWYufDJy4sjcLuxZJKC+Y1zRVw3YI1vyADm/dXsj4rUuFC+msRwqFDxc6BAwewcOFCDB8+HF6vF8uXL8cdd9yBU6dOISYmhn7dXXfdha1bt9J/q9XsL/5jjz2GvXv34u2334bRaMTjjz+OKVOm4NixY1AoFO12PgRCV0Yq24ZZMZgSLI/dlin6HquDX0CJLbYJejVWTsnCsp1lrMWacvtEKjjE3HNz68TbOTBbQlxzeiJeqKXm1Ovz4+1f3II6uxt6lRIevx8fn/wJW0rOwe72ocBsxPrpubjmdCNep8aKnWyXFHUeS987gXXTcljnKNXOQsgdKCQuVk3Nhl6tEAy4Dv08plikPitS4UL6axHCpUPFzkcffcT6e+vWrUhOTsaxY8cwevRo+nGNRoMePXrwHsNms+H111/H//3f/+G2224DAPzjH/9AamoqPv30U9x5551tdwIEwg2EWLYNVRGYycGKWjw9aaDoMcVaKggttja7G8t3lXPcLyWVFqzYVR7xAicW8CwFc/w6tYLjxqGCc/VqBa8IEpvT8QO6QatW4vmPvuUUJXxxdh4e3V6K41VWfHmmFjm9E1BtdWJeQQYGpyXSYojiYEUtGkNS3KXaWfBlgYmJi9V7TtKWGqm5oqAEUJxW1SzhYrV7UDQqHbNHpNHWPerc27srfFtC3HQtJ6oClG02GwAgKSmJ9fgXX3yB5ORkJCYmYsyYMXj22WeRnJwMADh27Bg8Hg/uuOMO+vU9e/ZETk4ODh8+zCt2XC4XXC4X/Xd9fX1bnA6BIEhnuHnxjZEv2ya0IjAThVwmuJgXZpo4AomJUMp1a1c+FnPPlV6wojDTJBizQ41/dKYJx6usnNcdPV+H81fteGl/JcviUphpwsYZueidpMdzswbxBkA/dlt/jtABrruAfjG6L3J6JWDroXNYtrOc9V5KDDEFT6OLbXGh2lkIxeyEugNtdjeqbU7MHpGGefkZLGEBAMUVtfjlmH68YodPDANAapIeG2fmwhSrpq9raPwSJWIsjW6Oy27FrjIcq7LSr89LTcQ/H7oVn57+Ca8ePNvhNYpaA+Kmax2iRuwEAgEsWbIEBQUFyMnJoR+fOHEi7rnnHvTp0wfnzp3DypUrMX78eBw7dgwajQaXL1+GWq2GwWBgHa979+64fPky72dt3LgRa9asadPzIXQOOkJ0dIabl9AYn581iJW9pFUpsK+smrOwUijkMsF05A0zcrFm70nezxeryxJJNlY411fMlbSl5Bw+eLQQz+wuFxR4ozNNWDstB5NeLOa8f35BBjbtr+AIiuKKWizdcQLPzxqEXgY9Vk7JwoWrdlZwcm2Dm1eIAEHB8+vb+uNPn34vKIZCrSxxWiVL3Ai1s+BLvef7PhSaTdj24C144M2v6Q7lGpWcI24LzEYU8YjhfLMRH5+8jG8uWDGmfzfUOz3QqxV4cXYeth46xxp7vtmIGXm96L8pK9CxKivv6wubBF+8rv1qFLXFvYS46VqPqBE7ixYtwokTJ1BSUsJ6/Gc/+xn9/5ycHAwbNgx9+vTB+++/j5kzZwoeLxAIQCaT8T63bNkyLFmyhP67vr4eqampLTwDQmejI0RHZ7h5iY3xqaYxUtlONrsbJy5YeYXO6EwTjE03fKH07jXTcuDyRtYuINxKveFeXyFXkilWjc33D4XL68PTkwZiGQC724t4rQpqhRw2hxt7FxXAFKvGudoG3jkQCwIuqbTgvMWOWI0SCpkMC948ynr+5TlDRc/T6w+IiqH5jIDg0Zkm6NQKOkj4UKUFdrcPj24vxYrJA7F04gC4PH4YmlxroTWG+L4PxZW1CCCALUXDcd+rX8Hu9iFRd/1a19ndqHd6YYpV44VPv2fND1Ms2t0+LH3vBFZOycL8ggxsPXSOV8Ct3nMSm5t+H5QVaNF4M+/riystCAD4w71DROewtWire0lb9G+7UYkKsbN48WLs2bMHBw8elMygSklJQZ8+fVBRUQEA6NGjB9xuN+rq6ljWnZqaGowaNYr3GBqNBhqNpvVOgNDp6CjR0RluXpGMsaWF5JrTLiCcSr2RXF/qHFbtLqczvDy+ANJNehw/X4f175+mF2oqCDrNGAPgehKFVhW8lYa6YGI04rdYq8OD2gY37zlJxdTo1eLJF1Q8DDNuaNfxi5ifn4GlEwfQGV0/1Tvx1y/O4FmB4G6x70NJpQW/dHoxvyADJy5Y6WuXoFejtKoO89/4mp6TX9/eHxeuOmjLFdMaeLCiFmqFHKP6GgXFYTHju0dZ96TEZIPTi+5tXE2kLe8lbdW/7UakQ8VOIBDA4sWLsXPnTnzxxRfIyMiQfI/FYsGFCxeQkpICALj55puhUqnwySef4N577wUAVFdXo7y8HL/97W/bdPyEzktHiY7Wunm1pfuNOUa++Al/SGkuMcESzo5XrDKv0HlKCawzNQ0RXd+eiTqsujsby3ac4LhPmPEvJZUWPL2zDH+4dwi6x2vp8V1zebH9wVsQo1HglS+C789LTQQCwJai4Zz4FgqNUo5rTg/6Jcdyzqn0glWwsnK+2ch7bkzSjXp8tmQMfS1sdjcWT8jExToHrlxz02MampYomsUm9Z21OTwY1deIOSPSWMegLHBUWn1WSjxdmoD/OG6oJQQe9fugjt3cjLLWpC3vJa3Vv60zxAi2NR0qdhYuXIht27Zh9+7diIuLo2NsEhISoNPp0NDQgNWrV2PWrFlISUnBDz/8gKeffhomkwkzZsygX7tgwQI8/vjjMBqNSEpKwhNPPIHc3Fw6O4tACKWjdkytcfNqa/cbNUah+InCJlHB/KzQxpe1DW6cudIAl9ePwamJOHa+jrWLD2fHK3WeYhahSK+vze7Gsp1lKA4j/qWk0oI6uxs+f4AzvgkDuuHJuwZi7b6ToqIJCMa8yGWAISYozhpcHqybngO3149GlxfxOhXuG5aKp3eWsURdodmEFVMGwuPzo9Bs5IyZmqdeiTp2McF/nWAFSTPHFJrFxlwcdRIWJI1SDq1KgZSQ716otUrKUhWjUTFsZfxQvw/q2M3JKGtt2vJe0hr92zpDjGB70KFi55VXXgEAjB07lvX41q1bUVRUBIVCgbKyMvz973+H1WpFSkoKxo0bh3feeQdxcXH06//0pz9BqVTi3nvvpYsKvvHGG6TGDkGQtux4LUZLb17t4X6jxjgoNZE/HkLks4RaK4Qu9OEUrQvnPFsa10MhtjsPjX8BgGtOL559/zTnPQN7JmDtvpOSQcP5ZiPmFaRDr1awauNQcUIJOlXT/Cjx3KxBsNrdqG10w6BXwesL4LLNhf9erMO8ggz4IR5gTM9lSP0docJ+ocJo0XgzCs0mzvuB61lWM4b04jwXaoGjsr9KGdlTlLXwp3on/d0P5/eRoFdj7bQcHD5TK5hRVtiKzVzFaMt7SST92/joDDGC7UWHu7HE0Ol0+PjjjyWPo9VqsWnTJmzatKm1hkbo4rRXx+tQWnrzag/3GzXGH2obI6qwK3RjZaZKe/0BepFze32w2fnHG+55Cpnn+a4v5ZIb1dcImyNoeaJeL7U7D3WXxGqUvOMTiyE5VGnBU3cNQF5qIkovWFH2ow1Hzl2l58cUq8ZbD9zCEUtU4cA3/v0d9n97hT6PW/saoZLLsPSugVAqZLC7vEjkCTAOV8hRRRFDLUBbSs5h24O3IIAAy6VGBRm/c6QKsbf0wZmaBs51YFrgGl0e3DO0N6rrndi0v4JjLRzTvxt6JurCb87qcONKgwurpmRj3b6TLAtXvtmINVOz22Uhb+t7SXPi2ig6Q4xgexEVAcoEQnvTUtHRElpy82qOybw5/vqeiTpctolXDw79LKlFdenEAXjuw29Zi5yQOV3qPBtdHknzPPP6CrnkqNcnSKQoM90lBWYj/H7+jZpUDMnFOgcdt/L63GH40ycV9HPPzxrEaxUKFkssw5A0A746e1Uw1Xrd9Fykm7iOoHCFXJxWhZprLo4Fx+724YE3v8aWouF4xOmF1eGhg4zfOVKFlVOysHxnGT49XUO/h3kdQl2cK3gKQjKtheH+PmI1Kvzpkwr89cBZzC/IQFF+Bp26X/ajDUqZjFeAtTbtcS+R6jgvBAlwvg4RO4QblpaIjpbS3JtXpCbzcP31vIJIJz6+0M+SurHW1Ls4i5yQOV3qPBN0aknzfIxagXXTctDo9kIhl2H9vlO8n//Ueyfw+3sGh1UdusBsxDN3Z6Pa6uQdl1QMCfW8Xq1AUowar88dRrtyesRrBVPJqd5SQqnZxZUWrNxdTqdmMwmnzUdhpgmxWiWqLHbe19Q2uHHfq19h5yOj0D1ei2tOD2YM6YXYW/pwhA4gfF1rG9y87jDqPZSlIZzfB9OiwhR+erUCW4qGY3krdnOXoiPvJWJ0lLs+GiFih3BD01zR0VFEYjIP118vJIg2zsyNyDwvdWMVgs+cLtXs0+3zC1qRjp6vQ53dg5W7y+nXvD53GG8gLxC0KtQ7PLy788JME9ZOy0ZNvQt3ZndHTb0L9//tK9w3Io03VkQqg6r0gpW2Mv3x39+xxvT63GGi8+Ty+kXdZMUCbglTrFq0CvRP9U6snpqN5TvL8OgE4V5mdrcPPn8AN/WIpR87U9PAEToUBytqcbneyRpPa1oahCwqK6dkcSpWU+NpyziVaLyXdJS7PhohYodA6EREYjIPx18PQLTX0YYZuZxsICHzvNiNVao1ROgiJ9Xss87uFjzW/IIMrNzFzqySci/ZHB5kdo/j3Z3/YGnEz179ivV6oerD31XX49kZuVixq5wjHh8ZZ8b8N74WtM5IkZakh1opx5ai4XB6fJxeUAC/WEjQq7FuWg6W7ypjfWah2YiVd2fjw/JqXKl34tPTNXh0QqZgwG++2YgYNXvJkBIvF+sc6BGvpb8rrW1p4LOo+AMBLNtRxvv6lsSpdMb07Y5010cbROwQCJ2McE3m4e6ihQTRJ6drsGzSwLDN83zF+VxePwx6FXol6jDzlcOCYwld5KSafa6blgMh+Kwf4Rboo3bn1MJ2trYx2OBzvJklKqjqw/MLMrBychacHh9rbjbzzJnd7cOwPgbe8VGf/9YDI2FzeDhCJt9shD8QwJq97Jie0Ew3IbFg0KswZVBPzGfEtZResGL6S4dwcx8DPL5gDNLn39Vg0TgzAHA+Z/H4TCTq2ccPx5rHFBdtYWkIjQn60erAy3OG8opBoHnd6Ttz+na0utjaGyJ2CIROSDgm83B20VKCqN7hQd9usWHfGIWK843ONGHz/UMx/42vOYX1+BY5KauU2+cXXDT5EGt6GWqxuHjVjmU7TrAsQwU86fN2tw8nLljxYEEGZ374rk+CHtg0Ow/f1zSwHqfcWltCrD2UkNn2n/P41YT+eEGiD9Z31fWI1Sp5g3IT9GqM6d+Nd4e/amo27t4UbNPz1wNnMaR3IqbkprCEUc01F9KT9GG5yJjZYj5/gJV115aWhnDLHgh1pxcSLi1N344Gi1A0utjaGyJ2CIQuBnVztTnc2P7gSBw6Y+HsbsPdRUfqVhAqznewohYBBOMpmC6GfLMRj4wzw+72IUF//fXS2VherOVxzeSbjUiO57aCEXI7hVosfqyz46kdJ3gtSgC7uODtA5Oxemo2bQEKZyFL0KuRFPK8WD8oOWQoyk9HXaMb+7+9wnvMQ5UWLBpnxj0398YT734juIgL7fAtjW7Wd8MfAPhyzfgeC3WRSWW9iY0DQLOzp6TKHlDXTag7vZhwaUn6dme2CHU1iNghRCXRsBvqjPDdXEOtEqG76NZ0K4gtDMUVtXj8jpvoDCTKlTL/ja8xrI+BtdCEY5WyOdzISzNwXDOfna7hWHEot9PKyQPx69v6o+aai2OxsNndOG+xi2ZErZichdsGJCNeF2wGunRHWcQLWagrRzTouLIWRfnpsHu4TUaZyGUyHK6sRdGodMwekcZy4YQWYeT7HVHjmV+QgddKzvLOwehME68Y0KsVWD5pILz+AFQKOTa8z5/1JjaOlogCm92NaptTspbQ6EwT1kzLxuQXS3hfJyRcmhtUTQr6RRdE7BCiDrIbah5CN9eSSgtkMhl2L8yHXCZj+etb260gtTBcsjp4+yOFLjThxnbwiQTKuiCXyXDsfB1drRcAehv00KvkiNEo0ODyIS1JT7dDqG1ww+oQH7/T48OQNANsdjfHFUKdh9RCFjrnUsHTlJATI0Gnwr6yalpk6NUKrJg8EO88dAsu1jlQXe+kP1tsPELCS69WYFBqIqptTpYVy+724UnGd04s601ITIiJgqeauqEr5DLeDQ91r5g9Ik10fuJ1KkzMTcH3P/F3p6fgEy7NDaomBf2iCyJ2CFEF2Q01HymrilwmQ7/kWM5zrRnAGE5NFyGYC42YCNswIxeWRmE3nd3tw7b/nMfi8f1gjNFi9Z5yTkZXUX4Gy9L13KxBqHd6wu611NKFjDnnLq+41YayWAm2RTAbUVpVxxI6lCvp6Z3l9OvENgzUeELjiUKPF+qaemScGcfO19GPNacxp9T39sJVOxa8eZQzfpvdjQPfX0HRqHR0i+O6Lpl4vH4s21Emmd7PJ1yaG1RNCvpFF0TsEKKKG2031JruupbcXFsrgLEl6eehCw2fCNOq5Fi15ySrtkuomy7fbMT9I/vg8JmrOPbDVY6loaTSggCux3FQFoTlkwaKiwrGwtYaCxkz80tozgqaavNQMUcygNOyYeXd2Zj+0iH6MaEYIKkNA188kdTxfIEAK46pOY05w63wHDr+OrsH+05cCsYsjTeLXrfDZ4OPi11fIeHSXOunmPDXqxUw6NXtUuGZEISIHUJUcSPthlrbXRcN1VKlLDJr9p7kfZ/YQsNMK+ZzHZVUWiCDDG89MBJXG90ovWDFo9tLsWl2Hl74tIJzTIDb3LO4ohZKhQzfXrJhXtPjof2pNs7IbZN6MUJzVphpwhN33ASfP1hMUCmXY9XUbFy55oLVfr1lw6U6B+xuH50FdWd294h6mjHhE6tiMUWlVVa635fL60dynFa0EzvfNY7EGsisD/XlmVrMz8/AnJF9EKNW4raB3QF8y2mKumZaDs7XNuLlOUOhUylwR1Z3vPDp96yAbynh0hzrp5Dwpyo8r2jHCs8EInYIUUY0LNjtQVu469q7WqrN7obV7kGj24tGtw+JOhWS4zSiC8OaaTlweVu/CSoVyLvgzaP0Y+HEwjA5c6UR943sg23/Oc8KfE7UqdDHqEcvw/V0sdaea745i9UqsWJnGQ6dseCl+4fiR6sdvkAASrkMGaYYOD0+DO+ThG5xGparKSslXvSzpCx8ocJLaB6pz/zdR9/S4kavVmDL3GGATMa6VoVNKe6WRjf9ORRic5lvNqL8kg2LxptpQeXx+WC1e1gxSgAwfkA3PHXXANQ2uKFXK5CoVyFOo8Sq3eX4lCFs8s1G/ObOAfjfW4KB331NMUhJ0Ep+/yK1fkZbhecbHSJ2CFHFjVLevKVdvfloz2qp1VYHzl+1Y9P+CnZV3qbPohpAhtKWTVBDF+VImnsCgFIuw+KmQoFUQHNmciyS4zS841s+eSDm1jkgk8nozKdhfQzNnuvQgoaXrA785s4BuOOiFTIZ8EFZNceF9Zs7B6D8RytWTB5Iu5qYFis++DYMod+z390zGI0uL642uqFR8bum+NxbdrcP8988ihWTB+KJO26Cx+eH2+vH4bMW3L2phBUjRVkwhL63+WYjHijoiwACeL3kerzQovFmVowSxf5vrwRbaqQFCzdmmGI4qfh6tQJ5aQY0uryQy2Uw6FUw8PymWsu93J4VngniELFDiCpulPLmrdHVm4/miIlIb+w2uxtffH+Fjpdgcux8HQ58fwXD+hjQ4PLyHq858UE2uxs6lUL0NUzxUphpQm+DTrQnFDN+iPrb7vaxXDafLRkjmAEUarn44NFCGPSqVi+Mt3FmLl4vPsvptxWsw/Mdbk43YMLAZDoYWSruKFbLvu2Lfc9UChk+PvkT7/GE3Ft2tw9P7yzHvx6+FX/iKYTIZ8Fgfm9tDg+cHh8On7Xgm4tWfP3DVdYxxNxqlNjrbdChwenlCB3ejvGZJqyblkNfu9Z2L4d+30ur6kRe3bVc9dEEETuEqONGKG/eGl29xSw84c5Vc27stQ1uJMdpOIsYczFh7lxbGotAjXFwaiLvoqtXK7ByShZ6GXT450O3Il6nhEGvRvd4LZ7nEc7MbCwqRTu3dwIu1jmwpWg4q8VA6MIj5H4srqjFM7vLsampcGFzEDp2cpxGuIlpZS3mFWTgYp2DfoyvgCLzPE9essFm96B7U/FFse/Zumk5ggUZpfD6A4Kv57NgML+3l6wO/OXAGcwdlc6Ju5JyTwJAj3gtztY2sh4T7BhfUYvlu8owZVBPjM40cWonUeNtLRfTjeKqjzaI2CFEJV29vLmUu06sq3drmbqbGzdU7/TwLjjNzQISG1/NNRcu1Nnx2G39oVbIMdpswsJxZhxuSjcHgC1Fw/HS/kpBgbVpdh5qrrlgc3igVysQp1HC5fNj2wMjEa9T4Znd5awUbWaLgdCFJ5JswUgtZkLHllrclQoZAoHrVi1m3675+Rnw+gPITI7lnCfV0X1YugHHztexgpyp+BiH14eVU7Kw9L0TuG9EGn59W3/YmmoRSbkJqX5fQlga3cCVBt55YabCh44pLUnP6VXGpLch6EKN17KbxYZjETpvsbf57+5GcdVHG0TsEAgdgJS77nJTETghWsPU3dw0/3itClcbuV3HxRaTSBcKoT5H85osMjenGbDzkVHQKORYufukaLBno9uHtftOcaxXG2fmYul7ZbzuISAYSEotPJRwsTS6aOvP20eqcN+INHoR1qoU8AcCguOXsnAJuTal0rmNejU+PHmZZfViuuM2zMjB/335A+c8iytqsWJXOSbnpuDF2XlY+t4JPDdrEK+bh+prlpeaSAeBi6V755uNomMGgt/he//6Je+8UPMdq+F3PfH1KgOCNYdOXLShR7yWIyrCCVhvTp2gSLlRXPXRBhE7BEIHIeauE6vyCrSOqbu5af6mWDWO/HCVs9C11kIRbp+jtftOYe3UHI7QoThYUYtqmxPPvn+Kt1fXeYtd8L2HKi14ZkqWYAzH+AHd8NYDt2DtvpMcYbD67mzUNjgxODURp6vrWYLovKURCrkM3eO1HMtPrIb/dizVxFSvVqCgnxF3D0rB+n2nWeeUbzYit3cCy6ITep7z8zOw5dA5PD9rEKcZKRAURTIAHz5aiJ+uuejHxfqNzcvPwOff1aDAbOSILOo1VMxUqOWPOd+vzx3Gay3k61VWYDbiiTsHYPbfvsLQNAP6JceyRIWUaJR6Hmg9F9ON4KqniJbWP0TsEAjNJJIfsdBrhdx17WHqbk7sAHUeN3WPxfCp2Viz5yQtJMIpKBfOnIlZnJjZRocqLXBK9IyyOjwcoUO5RWK1Srw8ZyirjxQA2mVic3hx3tKIFTvLOaIoq2cC1u47ySsMntlTjhEZSUgz6PB/C0bikjWYsXWquh5bSs7h5j4GPDs9B2v3ncKnp2vo8UzK6cEbUL2l5BxenzsMcoB1LvlmI1bdnY1n3z+FT7+9Qh/nl2P7Qa2UI1arxL4T1fixTtxK6PL6cajSgqUTB4jG2Hj9ARhjrl+rUHeZy+tHapIOH5/8CY9uL0V+PyM2zMjFil3lnCwrykJHcfR8Hax2D2quuVB11Y55+RkYnJoIhVwm2qvsqYkDkZUST9ccqmtqakoJa6ao8AcCYQWsC3VxH9XXCJvDjTMCrrdI6equeiC6Wv8QsUMgNINIfsTN+cG3h6k7UkEVeh5UYPDyKVlocHolj6dVyTlFAfnmIZIU80a3V/S1oXEjQhk5+WYjNt+fBxlkeK3kLP1csNcT93ykCu2tm5aDVbvL8eR71+OICs1G7HokH+csjbhodWD2iDT894KVdh1RlhJ/gB3YO6yPAQq5DDenJ6GI0fQUAJ778DRdHI9yXVHdvX9/z2D0SdIjzaiHGNSxGpziwvGa04MMUwzrGjPdZaObsppuG5CMGUN60ZYKSmxYGl245vTSRR8p6yV1TVbsKuOIuYJ+JtExXbhqZ/Vae3nOUP7qxE1j4QtYZ4qvUf2MWD89ByubBFo4Xdzbm2ixlEgRba1/iNghECIkkh9xS37wbW3qTtCrsXFmLs5b7LA6PLSF47vqeqydlsP6HL7zsLt9WLajjNUNW6x68qo9J8Oah0gq6sZqVKI9o0L5xei+eIPHLRJM4wYm5qaE5ZoTc9nNL8jAqt3lHItScaUFa/adRF6aAZv3V6LQbMJrc4fjxc+up2czLSUAkJakR3KcBna3D8fPV7Iyk7Y9MJJVBZjJ0aaA4z3/vYTzV+2ibjDKopGoD8/SJ1ZfKCVRhz6Iod/DWpi1KhysqOUEFgsFth+qtOCRsWbRMWlDyhHoVdLViTfNzsPleiedwUaJr7y0RNw3Ig2zXjmMx++4CcsnD4RcJsPavVwLXkct2NFkKZEi2lr/ELFDIERIJD/ilv7gIzV1R7Lru2R1cNJsCzNN2DgjFykhN07meYRmx2hVCljtHiTo1YhRK7BuWg4a3V7Y3T4kNFVVtjS6Wf2sxObBFKsOy92Qbzai/EcrfnPnAIS2CaB6Rn1YXk0v9Hq1AhMGJgu2kCiutKAopCCfkGtOzGUXTtZP8PNqARkwODWRY52hoOr8JOjBEb42BzdInGJ+QQZWNllKjlXVBbvAg+sGoywa+WYjLlkdgjE2QpY5sfpCP9bZWUL6s6oanL5k4wQWi83Xl2ctKDSbeK1rBWYjTLFq6NUKuieaVq0Iqzpxgl6NHvFa1DTFIG2anceyOC3bUYYCsxErp2SJdnGvueZq0YIdqSs8miwlUkRb6x8idgiECInkR9yeP/hLVgee+teJsPrtiNWLeXpnGefGSZ2HkFn/toHJeGZKFpbvKufddUqdZ2jH840zcrF0xwlOxWDm4kz9/+X7h7LaO2iUcvxU78SH5dX464GzdBBtXpoBNfUuzmczCbXYCAUHl16wCgoDKZifUVxRi6JR6YKv5Zs3fyAAj98PvVr49s0UEFRszS9G98WTEwfQc0At7jenJWLl3dmoumrHM3dnY93ek6wFvjDThHXTg265cOsLXbxqx1M7TvAGLm//z3lWYLEYW0rOYe/iAqzaXc75LhTlZ+CFT7/H/IIMfHMh6Dr0+PyiAetMUZ2gV6O2wc1qMcKkpNICq138e1t11Y4YjbJZVpVIrTTRZimRItrqCRGxQyBESCQ/4vb6wdvsbo7QAUB39N4cIl4ivXFS5yHkchiQEo9lO8sEzf3rpuWIjj90Hnon6fHs9FxctDqgkMmgVMigVspRbXNyduG+QICTllyUn4H1759mBdFOzO4hmdIfarERyjg6dcmGlVOyOUHK4wd0Qx+jHq/PHUZbvZhFCvk+Q8wlFtOUocW3MG6YkSNo9QjF7vbhhU8r8OrBs/RcZPeMxzsP3YKyizZMf+kQXWdnxeSBWD45C9U2J3omanG8yopzVxpZ/aWYUBYOykKRFKMO9vQSSOnPSzPgzuzudGCxWL0eu9sHp8eLIWkGzGOIWeb1f/LOAXiwIAMJenXE1YmlNiM6iVpBAJpdQypSK020WUqkiLZ6QkTsEAgREsmPuL1+8DXXXIKLXjGPuT3SGyd1HkIuB6kaO26fP+J5cHp9+PKsBXdmd8fdmw4JjrWXQccSF6ZYNV749HtaXNjdPpRW1aGgn0m8lYLZRLs1KCixtGLyQCyflIUfLI30YvvAm19j9dRsLJ04EHaXF3FaJZRyOVbvOcmxQlCum7y0RFabCkC4OF++2Qi1Qi64MP7xk+/x9i9u4XxegdmI3gZ+SwPlJrsjqztOXqrHP746z+lt9fTOchRmmrBheg6e3hl0hb08Zyjv8Siqrtqx4M2j0KsVeOehWwRdP5Qb78JVBx1YvHFmrqDbstBsgt3lF7UCOT2+sOO91Eo5K5tK6vV6tULSpdocq0pzrDTRZimRItrqCRGxQyBESCQ/4vb6wVsd4uIl9Plwb5zMmIIVk7Pg9ProGAkmUjV2Gl3eiOdBJpPRO/XxA7ohq2cCK06ICqaWy2QsVwQVUzRnZB+4vH70Nujw71M/we7xidaGWT0tGwrZ9dRj6ji39jVCIZPB6fHBandj/funAQAvzs5j1aURalBJ/b1i8kAkx2tZKdf5ZiPitEqOACs0GzE3PwM2hxu+QACDUxNRNCqdde4qhQwbPjjNa/U4cdEmukgr5TLkpSZiS8k5VkdxpiWq3ukNu6wAxfyCjLBchX1NMdj1yCg66H5M/278RSQL0iGX+GjmIi/VQf2D8svB4PCm2DSx+LACsxHvl1Vj7qh0ToZcaPp8pFaV5lhpos1SEg7RVE9IFgg0lfy8gamvr0dCQgJsNhvi4+M7ejiETgIlBML5EUfy2uZw8pINk18sEXz+/UcLkN0zgTWexdtLBW+cVOVhvoaXc0elcyrXvj53mGDsg16twIePFsLrD8DmcEOvUUIhk0Ehl8EoEpB59koDztY24r1jF/DYbTdxXEYFZiPWT8+F2+/Dnv9WC7YPoMa2cWYuPiirxrHzdawAayrGRymXYUhaIj4ou4whvRPRO0mP5z44hQEMkWXQq5CoU2H/dzU4fMbCGo/YHADAroX5uP9vX9FjpBZMqhUD9RnpphjIAkFrXYZRD08ggGd2l3MW21VTsjH95UO856xXK/D+4gKsCHlfYVPgdrXVgUAA8AYCHLckNa4ErRLXXD5aWB05d1Uwo4vKMHt97jAAEJ2HbQ+MRHbPeM51P1/biDO1jdCrFfD5A/jybLAlyPyCDPy3qk4wcDrU5XPJ6hBNL6fmq8BsxPOzBiEQACc+jNk/DbheewkIWuK++P4K6/v22ZIx6JccK3jOoZypacCEPx4QfF7oeHznRm0YQpMKbhTCXb+J2AERO4TOz9maBqzcUy64GK2bmoO+ITdPsRunXq3gZN5QFJiNGNK0uFEsGm/mXZD0agXduyqcwGkmNrsbT7z7De4bkYY3Dp3jdY1QC+1/q+roxYm5+OebjRiRkYTkOC2GpiXimtMLj8+PQ029tagsHmYbisFpiQCAby/ZcN/IPhwxUGA2YsWULNz1QjFrLC/PGcqq+RLKPx+6BWqlAm6vH16fH4fPWjgCLXRuN87MxQcnLvGee6HZiMEh14HJrkdG4fTla8hMjqX7WZVesOLtI1X43f8MRlqSHs+IfGeeumsApm4+hHyzEQsKMugaRCzxFCJ+X54zFKeq63ktXAAwYUA3rJmagwaXF/VOL6tpKyXAj4aIUb1KgeR4DZ778FvekgZunx82hwexGiXUCjnqnW7E69Rwe4OP2xwelF6w8ophSng1uLx05hhVGFFIPP/r4Vthc3hoS9hP9U5MyukRccyO1GajozZOnY1w12/ixiIQugBKuQyLxgVrkoTu0heNy4RSLuO8R8zEfKamQTCmoKSp/glzkf2uup63Wu7KKVmiqcC/u2cwGpxe3tTbBL0aa6bl4IfaRskYEGoszCyfwkwT1k7Nhkwmw8pd5axGoYVmE3Y+MgrVVieOVtXRi3VxZS2K8tPp1wm1KviR0WWcQsrVo1Mr8NsPv8WxKitenJ2H0qo6jtBhWhP0agUyk2NFOp5b8Kvb+vO6oOxuH2I0SgxNS8SPVge6x2tx4qKVtpS8VnIWS27vL1id+FClBe4m1yT1muHpSXTWGxC0cBhj1Ji8qYQVfC3kKrxtQDJWTMnitaJsmJGLNGMM7eqkriFVuDIlUYvHbsvE05MH0lZBjVKOVXtOskoaUML1Z6/+B8P6GPDohExRK5PV4UFtgxv9kmMRq1E2FT90i8YI2Rwe1jELM00Y078bEsRrN7JoiXv7Rqi83BYQsUO44eksFUnFSNCrcPmaE5NzUzgp2Ap58Hn+9/Gfq1RMgValwIHfjIXD7cM1pxcxmmDWCiVeKPHkDwRYIoPJwYpanKlpwP2v/Yd+LNTi0zNRh8s2rrBgQsULlVRasGJyFm4bkEwLN6fXjyf++V+eAn+1WLvvFO1+AYIL6y9G90VKghYNLh8m56YACFZElupVBoj3sCo0G1F20UaPI7R4YEqCDh+UV9Oii0rxt0nEYoUuvFQw9NtHqvDfC1b85l8n6HNbOSULOx4ZhXqHF0PTDILuL8qq4vEF6KanW0rOYUFBXxyvqoNWpYBCJoPXF4BGpUB+PyM+aRIcpResyEtL5LSR0Cjl6JmoxYpd3MarJZUWPL2zDH+4dwhLgDe6PIjXqTlClVmkMrR2U2j/tIfH9BOdP41STsfH0L+FmgbR94RS3Mw6N9EUz3Ij0KFiZ+PGjdixYwe+/fZb6HQ6jBo1Cs8//zxuuukmAIDH48GKFSvwwQcf4OzZs0hISMBtt92G5557Dj179qSPM3bsWBw4wPZ//uxnP8Pbb7/drudD6Hx0poqkYiTo1Ug16HHmSiPrcZlMhjSDPuIbqFQAc4xGwekZlW82YvH4TPRJ0tPxBlKpwKGB03yptwk68bEzLSr1Ti+MsWqYYtRodPvCsgoBwUV+8/152FpyjlV0kJlJxRQHpResKDQbWcemLBoygJONtfLubEx/6XpGWWjxwD2L8ll/Uyn+Cwr6ip473znJACyflIXL9U66XQZVG4kpGt56YCTrvWKtNF6cnYcEnRLfXrIBAG1NCiCAZ6ZkQaOUY1/ZZcYccI+xYkoWK5iaaYkqqbSgrtGN7vFaJOiDIlUuA10YkcnBilos21mGwamJvIUqD1Va8Osmi5cujGyqGUN6sR6XCnIOzaajxtScOjfEStN+dKjYOXDgABYuXIjhw4fD6/Vi+fLluOOOO3Dq1CnExMTAbrfj+PHjWLlyJQYPHoy6ujo89thjmDp1Ko4eZZsmH3zwQaxdu5b+W6frPAsVoWNoSUXSjrQGCX12SqIOk3J6sHaKw/oYwhoXpwO3Vima+XH8vJXjmqJ21VMG9aRjGCJp/UARunBoVfKwumcDwSyWe//6ZVOsSzVmj0wT/XzKKjS/IINedPnOKbQI3paSc9i3uACrdp+k58Hu9uGdI1XYMCMXlVca4fT46Oyoc7WNLLEUWoVaKZdh0Xgz7YKiMqVMseqwz52ipNKC6nonXi85i4fG9EVOzwRoVQrMGdmHts5sKTmHL89aWMcWa9sAAMsnDaRjmELrGm2cOQi/uWsAGl1eNLp9eObubChlMlRcaYBSLkP5JRtUcjlKq+p4hdSj20tR7wz2OauyNGLZzjLMz88QduFJFGNsaOrBNTTNgMXjM/HLsf1wmCdO650jVTAVsKtmC7mYmPFJfIRmUHUFi3FXokPFzkcffcT6e+vWrUhOTsaxY8cwevRoJCQk4JNPPmG9ZtOmTRgxYgSqqqqQlnb9RqbX69GjR4+wPtflcsHlup4eWV9f34KzIHRWmluRtCOtQeF+dgAAuGE6NNSNuMHlQUKTq+BY1fXAUJks2ANpYpUV6/adohfq0ZkmrJ2Wg0kvFvMel7KWUHPXnF0ycH3hsNndWLXnJIryMxAAOIHCv7lzAGb/7SvO8ZLjNJz4Gz4osRVuiweKvLRE7D1xCYPTEvHLsf2gUsiRqA+2xgCANw6dY53z63OH0QJnaJoBepUCfgRYC3ABY+F3ef2YXxCsEBzOuYeiVyvwv7emIzM5ltOnixIYS987gedmDYIMMhRX1krOgY8ncwsAjldZ8aPVwYnNosTB4iaX1hqeYGimmIzXKvFTvZMuTjlnZB/esVAIlTvQqxXomahDKaOhK8CN03rnSBWnBxwFn4tJKZdh4ovFgi5NZgp8V7EYdyWiKmbHZguaSJOSkkRfI5PJkJiYyHr8rbfewj/+8Q90794dEydOxKpVqxAXF8d7jI0bN2LNmjWtNm5C56Q5tS46sj+N1GdvnJnL6XXFd4Nl3oip2jClTUGzobt2qvdRvcONGE0wpqDySoNoDIvL60ed3Y3Sqjok6FTYMCMXy3aG9OAymzA3X3iXTC0ctQ3BnlqHz1g4MSClF6yoa3RzMqqoMQDScTRUtWOqUjHA3/vLoFexejAx05g3769EvtmIDdNz6Wu/vqkgH2U1Kb9kw+tzh2Hz55WClo2SSgs0Sjk2zc5DcrwWSXo1hqYZcOKiFSMykgTPnY9GlxdlP9rw9y9/EBQY941Iw6PbS/HWAyNRlJ8u2n4CAOwuH+88zi/IwKb9FZzniitqEQgE6LkUE1KPjDXDEKNGXaObPo5UwHeiTsV7rfRqOadMARCM01r//mk8MyULqUl6mJqqLgsR6mKy2d0Y1scgWeems/WwulGIGrETCASwZMkSFBQUICeHv7S80+nE0qVLcf/997NSzObMmYOMjAz06NED5eXlWLZsGb755huOVYhi2bJlWLJkCf13fX09UlNTW/eECFFPcyqSdmR/GqnPPm+xS95gQ2/E1CK0aLyZd9fO7H1EnZdOJV5CX6OUswJnf/c/gzApJ4UuikctYm/95zzvYs1cOBpcHlbRO5lMhlPV9bQ15J8P3YLX5w5jtQ8Agt2vF403Y1iaAXcPSsH6fac5Vocn7rgJ87Z+jWl5vXBndvfg+wTiVgozTdizqAAXr9pZ2VsUhyotaHQH3TA2uxvPf/Qt5uVn4KmJA9Do9CE5XoNVu8UtG1tKzmH2yD6cNHtKXC3mqW3EB2XhCsdaZXf7cLUx2B+KeTw+EZHEaLrJhPocvvccr6pDodkIl1e8wolGKUf3eC3OW+z0Y2JCdXSmCX2MemwpGo5N+ytY57ntgZGCPcuKK2ohl8k4NWzCcTmFm0HV2XpY3ShEjdhZtGgRTpw4gZIS/sJoHo8H9913H/x+P15++WXWcw8++CD9/5ycHGRmZmLYsGE4fvw4hg7lljnXaDTQaDStewKETkdzKpJKWYPq7G7Y7G1zM5P6bKEqyswbbOiNmLKASLV7YN6gY9VKbJyRg+R4LSfQNC8tETX1LvzIyKBKilFz0n8pUeHy+umO5PMLMjCqrxEapRy1jcGO3gk6tWicR7xWhXv/+hXruA+N6Ys0ox5/a3JjUMd+eGw/KOQy+AMBONw+/Pmz77FqajZtDSrMNGFwaqKg6Fuz9yQGi8wTJQIsjW7MGNqbVV359bnDJAOlfzG6L944FH7cUHK8hhMkzbQ6/f6ewbyfR+Hy+lFoNqKmqV9Y2Y82FJqNdGo8n+DjC9Z2ef2iwc0zhvRCzTXxnmQGut3D9SVJKIWdWQvqpf2VnGslVU081GIbicuJcm9Z7R40uoPxSZSFiaKz9bC6UYgKsbN48WLs2bMHBw8eRO/evTnPezwe3HvvvTh37hz2798vWfhv6NChUKlUqKio4BU7BALQvFoXUtYgm8ODxdtL28Q335xgXwrqBsvsXj6/IAOpSTq8PGcokuM0rABZofcDgFwuwwdl1ezO2GYT/vXwrWh0eaFVKbDu/VP05yTFqHkbY1LpySsmD4RaqcDq3eWshZIKMhayhqyckgVDzHXBSi24NfVOrGRYUShX05aSc1g5eSAGpxpgczTi57ek47LNgYfG9MX/fXke7z58K6qtTkExIxUUS/W48vq5sS3M+BI+C4gxRo3bs5JZmWChr41RKzE0zYDjVXU4dcmGz07XYOqQXlg+JQs/1jnQLU6Df5/6iRYjUm6gBJ0K8woykGrQY/yAbhjcOxEjM5JwrrZRUPBRbinmHGmUctHg5tV7TmJeQTpHmFEUZprgCwRw5koD4nUqOmia2cSViplKNejRPV5zvRYUTz84qfNmWmyb43JqdPuwYnc5qxJ31VX79bGJNDYN/XxC+9GhYicQCGDx4sXYuXMnvvjiC2RkZHBeQwmdiooKfP755zAajZLHPXnyJDweD1JSUtpi2IQuRKS1LsIJuG0r37zYZxdmmgSDfYHrN9h4rUoyxTh05858v83uDsbf8MRDBD44jWdn5OLnr/2HVSvmj//+jjdA9tHtpdi8vxL3DO2NFSFBtADQPV4r2Nz0UKUFz0zJQvd4LTbOzMV5ix1efwBKhQw39YjD0zvLWa9nnvMyxnNU2wUAWL/vFIryufegcCjMNNHByX5/gLPoB2NJglanidkpWLfvJMdqsnJyFstNJHSdqDYZTo8XpVU2/Py1/+C+EWm4M7s763Wi8UqZJjg9PizeXoo//WwI5ozsgy0lZ3Gsyoq/zx/BmT8KvoKSNddcGNXXKCwSK2uxdNJNeGScGX6wrTSFmSbMy0+nu67fPjAZz87IxfKmeCdKqDILD1KEWlAoYdgtjmvxogi12IZaOkOFaHWT1Yv6HVPi6Nj5Ot5rQ9UAun1gMl17SOzzCe1Hh4qdhQsXYtu2bdi9ezfi4uJw+fJlAEBCQgJ0Oh28Xi/+53/+B8ePH8e+ffvg8/no1yQlJUGtVuPMmTN46623MGnSJJhMJpw6dQqPP/448vLykJ+f35GnR+gkRFLrQsgaFBog2xa+eTFL1IYZuViz9yTv+5g3WFOsGiunZImmGIfu3JnvF4tHKKm04GKdA9PyemHz/krJVOb5BRk4ccEKt8/POaZerWC5Bvi4WOeATqXA2n2n8OnpGnqhKjSbOK8VG8u6fSfxm7sG4E+fVOB+gQwg6tg9E4Md1mUyGW2hGtbHwLIE2ptid5jIEXRlnattxBq+4NmKWqzbd4o190JjLqm0YOWuckzM7UGLEuo9THEj5AYqNJvwzJQsTGsSGFR1bUochHZ+D0WtlOOTX49Go8uLGI0SGoUcNQ3i7/mp3oVF24JWmgUFfaFUyGDQqxAIAD5/gI5ZogTCb/9nMOodnmBLCa0ShphgSwkmTEsnUxhS5x0qrPgstkzBJCQumS4t6vsvFONG1QB6etJA2D0+jrBr627fJN1dmA4VO6+88gqAYFFAJlu3bkVRUREuXryIPXv2AACGDBnCes3nn3+OsWPHQq1W47PPPsOf//xnNDQ0IDU1FZMnT8aqVaugUIjfLAmE5kBZg360OvCDxU5nx4RaRIR88y25IYlZotZMy4HLK+6SS9CrMTQtUbCqcWiadej7peIRbA4PhqUZsGi8GXdmd0dWSjyrtgs1P4cqLVg41ow5I9JwuZ4bz/GL0X3h90u37Xt6ZxmGpBlw+IyFXqioho1MxGKSiisteFohx6LxZpT9aONYQwSDls1GfPBoIbx+Py7XO2H3+GCKUSOR51qaYjV4/qPTKMrPEGzRUFxZi4fH9qM/Q3zM3LT6UHFDuYFWTB6IpRMH4GKdA/FaFZL0KtgcLtzcx4Diilo6mJlCyg1k0KvRLzkWF6/asWzHCRRXWvDeL28VfU+8VgW7O9h1fsjsRPz1ALvHFtPa98npGiyd6MOAFPFwBaalM1QYhrq/0pL0SI7TcH5nTMEkJC6Zllrq+y96bSpqUW1z0q01qKD8mmsuSQHfEki6uzgd7sYSIz09XfI1qampnOrJBEJbQwX7ijV+5PPNi92QYtSKsESQkCVKTAgxBZZXQkQk6FTY9cgoXpeeVNyQVsVf44TPRaZVKZCSqOONESowm/DF91cE3TCUy7Ck0oJ5+RmshSovzcB5n1BNFopztY0orarDAwV9Mah3sDs80wLFG8NSacGKXWWsxp1Cbgw/AiiutGC2RO0YhVxGj11qzKHPM2Ncnp40EJdtQRFZesGK9e+fZnVbX313NjbOyMXTO8uwpeQc3n34FjrrLSlGjUKzideFSFn5fqyz46kdJ+g5USnkotdK3SSgwrH2bd5fiWtOj+SmgGnpDBUfoRWqP1syhvc3wxRM4QTpU99/qWvj9Ph4jzUiPalNLC0k3V2aqAhQJhA6I5Fmc4ndkJ567wQm5aZwegBFuivjE0KhAksoZZmC2rnzYYpVi5bfDwQCWMfjpuFzkVGBnHzz6PUFaEuFHBDMOAKCCw9zoeJz30hZKzRKOf3aERlJrF15nyS94CJIiS0Kyo3x3MxcOL3X3XN21/VGmWLY3T76s7vFiWeM8h2Lsp7MzAu2QHB5/bg5zYC82YlQyGSwe3zQqhSQy2TonaTHptl5sDS6IZOBznqjLFkBBFiZYZQbBgDOW+ysa1xtc9LzEGqxmZefgeom4RVu8UadWoFF20slrRSUwP9eop+VkJWVKZikBMw1pwcZphiMzjSF9X2iYMYBWRrdwJWGVncvkXR3aYjYIRCaSaTZXGI3JL5Mn9bYlfEJLKn6JWIBlAl6NTbOyOV0rqYWtRi1IqxeVMwMHFMMdx71GgVtqXj7F7eg6JqLVVCPaSHSKOWshSo0i8fl9SPNqBe0VjArL1NjpFLl881GLB6XKTgfAHeXX1xRiwaXF5Nyr9cWim8SduJFDk24bHPQYmDReLNgq4hCsxE/8bj/9GoFXp87jFM1meqo/sS738Du9tHCpWeiDk6vH2dqGljtJJa+dwL3jUjDL8eaoVLI0eDyoq9Jj5REHc5eaYCu6XOobLJ4rRL/u+UIb+HHR7eX4rX/HcaaK6GaPL5AINiOpMqK4qYMO+brzlsaoZDLWPE7CXo1kiR+H2IZUJRgogSZ2DGo3/yBMKyO1HlKxQG1BiTdXRoidgiEFhBJNpfUDYlvZ9nSXRlTYFELh1ihvbXT+At6MumdpMfzswbhvMUOq8NDL2rvHKmS7DLt8vpRYDZi7qjrGTiUOGTNo0ZJLyb/PvUTSqvqeBeWAkYBPSahbow3ioZjbn46/AjwWh6YlZzjtSq6SebR81ehUor03QC/haXe4WVZ6R67LROFZpNI0LAR8wrSUfajjRYRepUCM/J64ZmQYoSFZhPmFaQjRq3AbQOSMaBnPC0GeiXqcOqSDceqrKzxlFRaEMB1yxpVLPKZu7OxvCnuhjknz80aRGfL7VtcEHQrObz4sS5Y9C80w27jjBzc3MfAa7UpzDQhVhu8nhqlXDQbcGZeLzw7PQdnrjTir//vZmSYYrB2Lzdz7fkQodCcmllMqN9XOMfo2dSD7ta+RqzcXc6xPj0yzoz5b3wNILw4oNawuDSnQOqNBhE7BEILCTebq7l1clqyK2PW1WEuMJTwWTiuHxL1anj8AdQ1unGuthFf1jsxtn83pIjsOnsZ9IjVKGlxMmNIL8Te0gd1drfoePok6TEkzcCyzFBuvE2z82j3mc3uxvJJA7Hhg9OiAmHl3dn4b1NbitfnDkOiXg2VQoZqmxMqhZyuSXO0KUB6xeSBeHrSQJwXCyx3eVH2oxWTclIwMj0J312+FtYunkloIOqrB89i8/15QEmAEzybHK/BZ6drsGgbN+X/jaLhLJdaok4FU5wGl+ocOFZVh8UTMvH7j78Nq4RAaPD5gJR4jtBhzjEljKqu2unYtEKzEQvHmTliat37p4Pu0UCAI5yeuOMm/OWLSuSlGdA9TiuaDbhqdzkWT8hE0RtfY9F4M2+7i2IeodCcmlmhRHIM6je/mWejY3f76LYSkRTrDCWSRIaWir0bASJ2CIR2orlNMVuyK6MEVugOk86MSU3Eps9PcawdGaYY6NWKsHsHXbI68MS732BYugEbZuSgO0915ZvTDPjw5GXem3/ojT9Br8bla04MSTNgXn4GvP4AnrprANxeP640uKBWyJEcp0W11YE931zidakt2nYcQ9MSsXJKNua89hVu6ZuEnF4J8PuB7f85z+tuo+KOcnomwO724aXPK+mKwgBXbM0NsQpRx9Co2MLV7vbRqdfzCvoiTquEVqWAQhYUs3xB4wVmI44yqkdT/cQoi9ii8Wb89uNvwy4hALCth+HGzzBFeHGlBX6eY9vdPix48yjL5ZigU8Hp8eFvB8/gqYkDsXxnGVQKGW4b0F0wG7C40oInJw7gHR+nBo7NCafXT7u0Iq2ZxUekx+Db6CToQR/D0igu/oU2MpFmVrWG2OvqELFDILQTYjckpumbSUt3ZZTA4lvYpDJjmI0txWAWWpuXn46tJdzeTq/PHQZjrBrTXzrMeq9Y8KbN7hVd7OQy4EerA8cZVga9WoG8NAN0KgX+8vOb4fUHcPz8Vfx9/nC4fcDzH31LNz3lK3C3Zmo2Nrx/Cp9+e4XV4iE0BkijlCPdGINnPzjFsp7km41YNC4TTo+PEyNECcz8uUb8+dPvWQKtIMQak282Yu20HFRZ7Hh5zlBolHIkxagxh1GwcWz/bmF3ag+tmK1VKej6OkK4vH5eEc7XBZ46v4t1DlaG4ke/KsSzM4Lfow0zcnHN6UVVnZ3zXiYNTh/9+czxCxVYZBYbjKRmlhCtegyJwGm+jUxzM6taQ+x1ZYjYIRDaEaEbEtP0TVHYlMbckpsVJbBOV9dznpPa2TfyFMfjg1lo7fUSfvEkB/DUXQNZwkCs6ebGGbmI1yklX8t02QDgvEavVmDF5IGQy+Ww2BycAFxq0TbFapCkV2HV3pPY/+0VAOAEPYfO1bsP34rbB/bAnJF9aAH0U70Tpjg1/vjv7zA3Px0qpQxZPRNogZZu1GPjB6dRwugHRj0Xo1Zg18J8XKpz4JLNgb0nLuFPn1xvH7HtgZGsytQ2iR5QzGBgvrmj4pKESNCpOPFMoccOJdQV6/T4rlvrdCpcqHNArRDPZIrVKjjHEiuw+PTOMvzh3iGcooPRQHPcSy3JrGoNodZVIWKHQGhnhEzfVNsDZtDvmr0nsWZaTouyNnom6tDo4goXqVRbvvo3fIRVaK3Sgl95fazYF8H6NRW1WLrjBJ6bOYjORgqnPgsA1muYi/zTIS0iqABc6hw/eqwQbp8fc0b2wf/cnAqtSgGTQJdvili1Ejm942F3+ZAcp0AAgEImw8YPTmP/t1fw9Q91eG3ucPyBEVNDWYuECxWa8Mi4fkhJ0GH9+6fpxycM6Ia0JD22PTCSboshJRo0ErVtvjxrEc72alqIz9Xa8X8LRnLioPQqbnE8PisQ03KRoFfDFKvG3hPVohlpNfXBaszMzDWx71ZJpQV1jW40OL1RVzm4Oe4lklnVNhCxQyB0AKHBh7EaJZbuKOPd0bm8Lc/aSI7TcHaY4TSKDIdwC61daXCxarFILWAX6+x0n6Rw40uYrwm3gJ1erYAcMqzeczKkuWnQ/bbgzaMcwVOYacJ/L9Tx9tn66uxVAMB9I9Lwu5CYGmqOhAsVBq/PLf2S6M+cMKAbnrk7O9iTjHH9NszIEUynL8w0oY8xBu8+dCtitUreuaMCv2UyGeu4hWYTFo41Y8bLh1mFCJlxUJNyerCEIF9W2+imLKwzNQ309zxRr8Z31fW8NXkKzEasnZ6ND8ur8UbRcBhi1JiSm4IfrQ7EaMSXqnqnhw4IrrY5UaNXIS1Jj14Gvej7+GjtlguRupfaIrOKtJEgYodAaHf4gg+3PTCyTYuC8e0wSy9YRXf2yRJF7SgoU72UeFIr5FjcFPvyyFizZMzIVbsHyfFa/OHeIaiyiMd58AmtcAXS/IIMrNt3khOwHPxbFszgYoiaQrMRj4w1Y8Gb7BirYJ+t6/2t+D6fmiOpVhDLpwzEyAwjYjVKxOtUvDEc66kMKAQ4Im3uqHRM3VyCm/sY8OgE/jpBVD2iHb8chUs2J5weH9KNevz3ghXz3/yak8lFzdXm/ZXY+MFpvP2LW1Db4EKvRB1OXLTh5CUbNs3Og8vrh0GvQu9EHZ7/8DR6GvS0CDHGqLBiShbW7zvFyTJLS9JDFgjg6A916N89nhV8LVYIU69WwBSroYsiUhSYjXhu5iD0Tgpf8EQSGByJgIjEvdTamVWkjUQQInYIhHZEKPjQKhF/0Rqm69AdZrxOhfuGpeLpnWVhmdiFbu7hFForzDQhJUGLP/1sCFIStHB7/fD6A9hSNJzTN4tCo5Sj3uFB326xaHCKxw/xCa1w2y3cKtGx+1e3ZeKtB0bCFwjA4/WjW5wG9736Fa97i3r9lpJzvJ9PuWakxvZjnQPD+hiQoFfjTE0DrxDmy4DSKOWs8RVX1IrWPrK7fbhc76SD4/cuzhfseM4UiMWVFhRdc2H1npP4+/wRyOmVgKQYNWQyGU5V1wez7/oYsHJKFp778DRrficM6IY1U3Pg8vpZlg4AWLS9FINTEzlWL7FijCsnD8SqkFpEQNA6uGxnGTaHaRWNJDC4LQVEa2ZWkTYS1yFih9Ap6CpmWKHgQymrSGsVBePbYYZjYhe6ua+dlgObw41YrQoTBiQLFlp7ftYg+Hx+xGuVeP4jtmuHry4MFf8xY0iw7YHYbrfQbES3OA18/gCrlYXUnGpVCmyYkQOVROyLzeGBOTkW6/edwiena/DynKEAQPeSCk2xtzk8wTYXMq7linId6XhiXkKpbqqQLBbDYXf7cMnqhEohQ2qSDo3OYBfzTbPz8NR7J1Db4MaXZy3C7i6zCUfP1wEIznld4/W6THwVjpkp8h5fAG/OH4FnQqo1F5pN2PbgLXjgza+xbu9JDE4z0EHfAPDZt1fg9gVFCLMtCSXqikalc8SnUK2lArMReWkGljuRSXEEVtFwA4PbQ0C0VmYVaSNxHSJ2CFFPVzLDCi1cLWnh0FKYAogSlWdrG2lRCUDw5r58Vxnymhph3j4wGc9MyWK1SaC6Pbu9fmjVCrz8+RnJGBoq/uOdI1UwNQUeU7vd0HHkN9W6ue/VrwAAOx8ZhXX7TqGk0oLySzbRmj/9usVga8lZFOWLZ/H0NujQxxiD398zGLUNbrh9PtHMMLVcjotWO3J6J+D1ucMgk8lY1qtHt5diS9Ew0R5jpRescHn92PD+aSyfPFB0fOkmPZ7dd4oOfJ5fkIFb+xrxl5/fDJ1KgSvXXLh7UE+sDelZlm82YsWUgZjx8mGMH9ANj93WHzKZDK/8fChSDXqcuGjF4hABOnVQTzpWp5dBy2lLAQStWwEErXb3vfoVinjS1I+dr4PV7mFtYHyBAPRqBa/VK7TJaaPLh3itEjFqBU5WXxOdn3CtouEGBreXgGAeo97pAWTcx6Ugwc7XIWKHENV0NTOsUPAh3fQyJFi0PYuCCYnK5ZMHCt7cma6Nm1LisXRnmWCl4d/cOYDXukAd56m7BiAvNZFuPbF2Wg5LhDk9PiyfPBAeXwB1dje8vgCOV9WxLELV1mAhwuWTB0KlUGDNnnLemj+xGiXW7A3G6Qzm6ZJOUWg20hYaShT+VO/E+vdP84o2GYBnZ+Ti1eIznOBlynqVl5YIh9uPlVOysGYvV4BQgb6bZufhYEUt7r5oExRGhZkmHD9fJ5rhVWA2Yv30HIzqZ+T0rfIHAtizKB8quRwrdpVx5oppcQvGJJ3E/IIMfFNlhU6lFOyDVlJpwS+dXswvyOCIF2qcoZ9XmGnCi7PzoOSxiDEtTXa3D8ZYNUwxaji9fqQartcO4nOJhmsVDTcwuL0ERGts8kgbiesQsUOIarqaGVbIHWN3+/DOkSr8/p7BaHB6270oGLMwYKh7xuPz47HbMpHbK4FjIbG7ffRiJhUQ/KsJEjE0Hj/itCpMGZSC/3dLH7puCt9NnxIFzIUtn1Fx+I6s7lj/PjeOg1nzh3KtCLlI8s1GPHHnAPgDAZRW1dGWrganl1cYAVQWmYO3BYMcMrz9i1vw71M/YeG243hoTF9Mzk3hbZyZlxYUfVTw7cKx/eAPsPt6FWaasOruLEzdfAiAeC2aFbvKMY/R4JR6/4NNlrNF20sl20YAwVidh8eaMX1IT9Q1unjngMLm8HB6lomNs7iiFoFAAPPyM1jik0/E6dUKbCkajpf2V7IEdKhAi8QqaopVi4pK6jjtISBaa5NH2khch4gdQlTT1cywYsGHa6cFXS7d49t/XLUNbhw7X8e/qMwdjmM/XMULn14vcMdcVKjYGKmgW61KPDam3umhF2PKoiWXy/DUv76RXIhDU59lMggKkuJKC5bJZSxrALPIoMvrR29DcOf8wqffs+JNRmeaBLObKISK/RVX1qLo2vV4lL8eCPbLYlacpoog5vZOwMU6B/6xYCS+u1yPP3zyPWt8lHuw0eWlxZ5UKv9TTW0YgGBczZqp2aIB0IBwteT3y6pxe1YP0XmgvhehtXekxrlwnJmVms4njuYXZGDT/gpRl+iJC9aIraKLxpmBADgC6pGxZjQ4vXStoHBEUUtorU0eaSNxHSJ2CFFNVzTDtlbwYWsGbdc7PcKLyufCi8qKyQPpxUwqIBhA2A01j56vw/mrdvj9AUFXSajri9lqgQq0FeIHSyPd1oCvyOC/Hr4VL39RiayeCXSFZEoYeXziok5sHkIFoQwyTMxNwZMTB+CS1YkMYwzW7jspWQSRYu/ifMFjh+Jw+/D2L26BUi5DCWMxl9pQhB43XqfEXw+cxdRBPQUDn6nrefegFGw/UiV6/FAUcjmUMj+evPMmxExVwuMLICslnq5+vaXknKQVceXkLDxYkBHR76G2wY1jVVexcHw/PDnxJjQ4fYjTKvFTvROLtx/HwJR4bG6yAC4cZ+ZY2vKbmqS2Bq25ySNtJIIQsUOIarqqGbalZd2b488XE0fxWhXvAiK1qCydOICu9CtWtyffbMTn39XwFpPjK0hH7dz/99Z0LBpvxtA0A5RyGZJi1PD4/Kh3ePH1+au42uBmu2bMRswryECMRjzbiSlIQq1EhWYTkmLUuH9kH94g5Duyugvv7M0mwYauoZ87vyADr5WcxaFKCxaNN6Nngpa3y7dYY886u4cWkFJiU6dW4O5NQZfX6EwT5o1KByC9oWAet9BsxGena4JZYHUOrJ+RgxU7yzh1fuYVZGD7f6rwYEEG/tAU2E0ttP4At+kpE71agaKtR/Di7Dz89uPveDP3+BqnMrG7fRH/vhpcHtw2oAfW8ARyU2KztiHY2HP+G19zeqWVXrBi/htfY++ighYLidbe5JE2EkTsEKIcYoblEok/32YPdl4OAFgdkjnDFEemWDV+sDRyPkvKWnCxzkFbG05dsmHllGysDynQFypmqEUiTqtCrEaBD8ovc6wWeamJ2FJyDqumxODvX/7AERzz8jNw6pIN/zO0Fw4+MRYNbi8a3T7EapTw+gI4XW0L24oEXHfXFJiNmJufjmtOj2D15Rc+/R7rpuVgxa4yTrf1J+68CX/+7HveuSo0G1H2o411jtR5bSk5h3ceuiWsGjdMlHIZLSBLL1gxfkA3Vi8uyhp1+pINV665sGi8Gbf2NUKjlOOSzQGrwwOdWiGZGUb9n+ryPn5ANyTEqGB3e4PZd4xF/6d6J2I1SqyblgMAtMBO0KkQo1HC6fYJfl6B2YgYtQLrpmWLVr9+6q4BnPcy0au5YlfKEpqoU2PFLm6APVNsXnN6EAB/rzSK1nCtd9VNXkdCxA4h6iFmWDbh+vMp68/g1ESUVtVxbuKh4oiKU2EiZS3IMMbgXw/fCpvDg9ILVsx57Sv8/JY+eHLiANhdPjS4vCwXE3C9pcNnS8aw/mbi8voxvyCDky4NXF988tIMWLn7JCblpmDZjjL6+QKzEQsK+mJBQXhWJIp4bbDxpUImg0qhEIz52f/tFTx5lw9D0gx4auIAXLjqoHf2i7Ydx6b7h8LjDXDiPhaOy4RMFsCrTanboY1GL9Y5RGaaKzwLzcEKy1tKziEvzYCRfZIwa2gvrNhVzpONlQtvwIetJVxL1aPjzbyZYaMzTVgzLRvna+14fe4wVvD0ktv7QyGT8WalAcHYledm5gYDnytqWUHGpVVWbHvwFgQCAY5YLMrPwPr3T+E3dw3A4++e4J2HQ5UWuJs6sguJWZksKG4iKQLo9vlFXaaUQJeiNVzrZJPX+hCxQ+hUBAC63sSNSjj+fKb1h69IGwVTHPWI13J23FL1f1ISghlTi7eX0jflFz6twKsHz+Kl+/PwxuEfeIUZc3fKt4PVKOVhtXvYvL8SRU3uGIqSSgsCAEZkJLFaEqQbY/BBeTVv7AsA6DUKvHKgEvu/vYK/zx/B+7kU9Q4vNu+vRFZKPB37Qy3oL372PQanJaIoP1hrKEGnQpxWiflvfI2BKfHYsygfVVft6BbSjiPcxp5AcEFfMy0HP9Y58MyULNg9Pri9fjyzi7+S8MpdZZiYmyIY6D1tcE/Mz89gtW/olxwLrVKOr+qvIjlOg6yUeGyanYfSC1YEAjJcdXhYGVOhRQhtDg+ONRUsDI0Hsza6MSTNgHk8mWh2tw+/GC1c9RkI9llbNM4MOWQcUTkvPwPVVieeff80nps1CDFqRViW0AaeZrmhiH1nqcdby+pCNnmtCxE7hKinKxUVbA58TUPFiNOqWNYfKVcUZXZP0KuxfnoOlu+87p7ZUnIOr88dJln/h7kL1asVeGhMX6Ql6QVTpoXeS/FTvZNOPReCOi++86PEEDOeZ8+ifJRW1fEKncIm98n/uyUdX529KhlXEq8NXoPQGBxqQWdmcAHBRfi+EWnYvL8STo8fx6usGNu/G6voYNmPNhSajbzWBapK9MtzhtKuor0nLuFPn1TQMTIJOpWgZaK40sJb3I+aqwUFfWGKVePKtWA6udPrh9PtQ/d4Lcb078a6Pnq1ApNyUuisM+EO7ozaQiHC1e4RdgMBwfgiMdKNMSj/0Yab0w20qKQE07b/nEdWzwRazKyckhWWJVQqTqa3QSf6nW0LqwuJtWk9iNghRDVdrahgpPAJvY0zcwVjHqid5dna6/E34baisNndWLfvFGfHfeSHq7h7UAp+NSETNocHaUl6JMdpWPNO7UKp+KAjZy14Zs9JlFZZOYGcNddcrJiKnok6rJuWg8orDfRryi/ZkNs7QXTc1HkJnV+oCPr8uxosnzQQGz/4lptaPC4TNfVOXLnmxENj+iIpRi0YbD0604Q4rRKFmSaW5SvcxqMOj4/TtDLfbMQDBX0xKTeF404qYFSJprLN5uVn0IHhxZUWqJRy/KJQ3BoiJnr1agV+99G3nCJ/zzdtKCgLQ6PLg3idGmeuNNDzLtzB3QJ/0/Ohny31nZRBJhoErlHKMaqfEav3nOSURGC6KQ9W1Er2nbM0uoErDYjVKkUtNj0Y4ptYXTofROwQopquVlQwEmx2N57ZXY7BqYl0+wWtShEs4z/eDBkguLOM17rpx8NtRVHb4Manp2vw6eka3vG8PncYFrx5FJ8tGcM759Rji7aXomhUOv15fAJgRHoS6xhX7eysKgAIBCBq6UiO02LDjByUX7oe9Mt0p8SolaxGo+UXbZg2qCcm5vbgWAMWvPk18tIS8dRdAzAgJR4vfPo9ivIzEABowUYVyOtt0OGrsxb85s6b8OdPv8eCggzIIQu78ajX5xcsdrhmWg6mDOpJi0OtSoFAIACFLNjvKlGvwuffXWG54vRqBe4f2UfSGqUV6cfl40nxL66oxVNNlhGFXAZTbLDGDHV9qe9VuCKPSekFq2jauqXBxWsVzG8KIJ+yqQTD+hiwYUYultzRH+dq7RxXGEWMhJXomtODe//6JW4fmIz103OwYld5WBabrm516Sr9CCmI2CFENV2tqGAkWBrduG9EGm/686DeCVg/LQcef4Czs7TZ3fAHArSL5MRFKx4o6AsAnABU5k083HorYnNOidPZI9JEj2VzeHCmpoG+kSbp1XTPJYpXD57Fi7Pz4Ac3yHhufgZ+9uqXuDnNgHkF6bSlSKhn1Zai4UhP0uOq3S2a8USx/9sr+OrsVTw0pi9WTcnGun0nOcd8sLAvfn17f+jUCkzK7YHUJHGXqkYpD2YbaZSccwWClpBrTi/SjXps/rySc86Lx2eipLKWIywoy0qeSNuLArMRKQla3s8tNJvw5VkB91dFLS5ctWPBm0dZrUMGpybi1CUbnQkmhtvnh16lwPuLC9Do9iFGo4BOqcCsvF5YubucE6Q8Lz8DWpUc8988ivkFGfj1bf1plxlTzBysqMXTO8uwbloOHTfFR4xa2GLDzDb7pEnk/66DqphHE10xdICIHUJU0xWLCoaL1x8QTb9dfXc2MrvHsZ4Taq0wqHcCRmQkYeFYMzQqORJ1as5NnDnXfAGnptigIBGbc0owSbkp3F4f9p64ggKzCVeuuZCgU2Hf4gJU2xxwewM41mSNeXR7KVZOycKqKdm4UGcHwF7wqKaT85syr4Tmi7KMNFq58TpM7G4f5Lje0VylkKO20YXBaQYcq7LSQoH6jOHpSbg9qzuW7SzHovFm0Qyhn+qdKMrPwAuffs+pmUPNt1Ihg9XhwZLbb8JTd8lQbXNCKZfRNVw2NRW1Y0JZVqgsJxm+5c1y+sO/v8PKKVmszLV8sxEr787C9JcOCc4JJXIPVtSiyBrMGKNabGz7z3k8Mla8kF6qQY/nPzzNqcWzamo2nrk7Cx5vABZGr7N3jlTh4TH96PTuvNREjtWP4mBFLdw+v6j7KVGvwoYZuVi2s4y35QgzM++T0zVYOtHL6sZ+o9Gc0IHOYAUiYocQ1dzI9Sb8/gDvwgkEF1tfSGE1oZvUoUoL5DIZ1k/LQaJeJXgToub6KE/bCCC4QG0pGi4655RgEnOdTRjQDTq1krcFxW/uHACP14281ET886Fbcbq6HiPSk+D2+QUXvJJKC1ZMzoI/EJDMOkvUiYtjvUqBGI2SN6aG2XMJuO6isTQVmhPqsVVoNmHl3Vn4sLwa698/Dbvbhzkj+1z/TIEAX2oxXiyQPUZBiRG72yeZ5fTUXQPwya9Hw+bwQK9WQAbA4/OJHp8pXKnry+xCrlbKhd2NmSaUXbTydEa3YNWek8hLM9CFHFdOyUJakg7dCjJwud7JOT8hrjm9WDstByt3l/MG0dvdPqzee5J2B+vVStjd3JII14/Xda3F4RBp6EBnsQIRsUOIam7kehN2t3gqbOhNWuwmVVxRC68/IDpf1Fwf+P4KbSEJtfAEAgHUOzz4wdKIWC13B0cJJsGFP9OEX93WH7/96FtO8G+wa/i3GNK0AFKv7xanaao5IIzT45N6Ca45PcgwxYgGvsbrlFjJk74tVMXY5fVD1tSlmykAmAHZ3eI0mP7SIdb1Yi7gQgG+fJ+ZHK/hiMgEhoCTynJqdHkxJM1A/33J6sCB76+EXYBRrZTTr6UsL9S1DgCsa1qYacK6aTmY9GIx71iY8TzFlbVYs+8kNkzPBQAcr7oulqWshE6PD5NeLMb8ggy6DEFvg44OKKZq/VCxaFTsmRBd2VocDpGEDnSmBBIidghRz42a+ZCgEz+/hBArRWvEN/VM1GFYHwOW7SgTSSk2YW5+Omb/7T+4uY8Bq6dmQwbA2CR8KHG69L0TeH7WICydOACNLh8SdSpoVXL8YLHzZjkBwcWSGQdSXFELBAL4jUTF3HCLvSXo1cExhYjnwkwTfnPnTfjBYpcsLMdEo5TjeFUdRwBQ5JuNyEszcIQp08IUboBvflOrBqp2UJxWCZ8/gBiNkg72DTfzjqJnog7jByQjLy0RP9Y56DT4YKHCRI6bp9rm5LT8sLt92Paf83jyrgF4CsCFOge0KgX0agUsDS7WuYeK5+Q4DRaNN2NLSVDsNbq98PoDWLfvFC2WxayEBWYjDp/lzvvoTBN9zwhdiMMN2Af4yz40urywOaLXXdNSIgkd6EwJJETsEDoFXT3zgY9IXXitFd9EFVcTTimuhb8pTmbz/ko8s7sceWkGnLhgpU3Xm2bnoc7uwcpdZZx05oUSMR6hboviSgt+JVIxl5oLp9ePbQ+MhNXhodskbCk5B7vbh9GZJqjkMnz/0zX4AwH86rZMPD15IBQyGRRyGTRKOVbvOYkZQ3uHPTbK6iFUi6igKVYmtFpzvtmIbvEavD53GFxeP2LU4rdhlVKO8QO64f6RfVhul20PjMT9r/0Hplg1Xps7HEBkCznA74IozDRhz8J8vM9TgDFOo8QDfz/K2xfqvle/wqbZeXji3W/w4uw8bNpfwRKHYu46pouQ+kdZyYalGXD3oBSs33ealb1VmGnC3FHpvNWwqYWWbwMgZHUMtRbzzQ3zmlLfq2hz1wgRblxNJPedzpRAQsQOgRClROrCC/cmRfXL8voD8AcCsLu8SNCr6ZsfJZrCaQKalRJPBy9vKTmHp947gd/fMxhapTwYQ8GTzvzwmH68AdCUOOGzTlxpcGFefgZvccPfzhqERrePNzD7xdl5ePtIFZZNGgCH18/p28VcrH5/z2BU25wQgxpbYaYJa6dlw9LgxuTcFOhVcqyblg2r3Yvqegc0SgVSDTo89+Fpllig4nB+vOqgXSmvzx0m+plKmQyPTuiPB978mj5WYaYJh88G3YzPzRpEV20WEgZ83xkhF0RxRS3W7DuFSbkprLGPzjShj1GPYX0MvN8LSvwxRXJemoG2OoXjrovXqlDbECxsyLTWUN+Xovx0JOhUMOjV8AUCHPcgk2tOD+8GgCmkVk7OgtPj41iLheaGqs5NCf3OErQbSVxNJPedzpRA0qFiZ+PGjdixYwe+/fZb6HQ6jBo1Cs8//zxuuukm+jWBQABr1qzBq6++irq6OowcORIvvfQSsrOz6de4XC488cQT2L59OxwOByZMmICXX34ZvXuL79IIhGgnEhdeODepS1YHntldTqe0h+5sn5s1iBZNUoGhF6466JRfZrXcMzUNMMaq6RtrqLBJ1KmwpWg4Nu2v4OzwX587DEd+uMr5LLVCjsXbS/Hho4XwhqTbA8CibaWcmi3B2jUyrJmajQ/Lq3H4jIW3PxizlowhRlgwUt3Qtz0wEn2MevQy6JFhCj5ns7vp2BCKVIMOW4qGY0FBX1gdHtoC8s6RKjx+5/V7nJg1Jr/JTVNaVUdXYC4wG7F2Wg4mN8WphFZtpub74bH9oFXKkahXcxby2gY3XF6faIzXM1Oy8NmSMZzvHd93jJnZtGl2HqvB6ctzhgIyafH8mzsHQKuS4/BZi2BD0+1HqvCHewYjQa/GmZoG0cBqasx819Pu9uHEBSseLMjg/S2JuWdC3ZnRHrTbnLiacO87nSmBpEPFzoEDB7Bw4UIMHz4cXq8Xy5cvxx133IFTp04hJiYGAPDb3/4Wf/zjH/HGG2+gf//+WL9+PW6//XZ89913iIsLpt0+9thj2Lt3L95++20YjUY8/vjjmDJlCo4dOwaFQrygFIEQ7UTiwhO7SVE3vcGpibw7bObN77lZg/BDLbcLOhOmBYZZLdfq8MDhuV7wLtR18dhtmTj2w1WBwnoy3JxuYD1emBlUFPn9jJxsMpvdjep6J29xOgA4VlUHp9eHsTclI8MUiwUFfVnuLYBdS2ZKbg+sayosF2olmpufjjmv/Yd2XzAXidDFUa9WYNXUbGz88DRr0R7V14j7hqXicr2DrtBMuVWE+jxRLpOldw3AqL5G9DHq4WlqlHpXdg9kpcRzzmvz/kps3l+JbQ+MZC1SzEX45TlDRa9vaDAzReh3TKtSYF/ZdZdXaIPTR946jm0P3gKniDABAEuDC/FaJXaX/ojX5g7H2pDaRlRD06qrjdA3uiUrHouJM6kEh3BrTlFEc9Buc+NqwrnvdKYEkg4VOx999BHr761btyI5ORnHjh3D6NGjEQgE8MILL2D58uWYOXMmAODNN99E9+7dsW3bNjz00EOw2Wx4/fXX8X//93+47bbbAAD/+Mc/kJqaik8//RR33nkn53NdLhdcLhf9d319fRueJYHQvgjdpGob3Dh2vg6/mpApmqJdbXPC5fUh1aATzFwKzdIB+AN4+VwXub0SWCnnTIora1GUn876nLmj0rHtP+excko2rja66XOkMomSQxpqUlBCa+MH7BovfGnkLq8ferUC04f2xhpGmnJoI0/q9aGLROjiKNYnqzDThFv7JWFlU7HCkkoLHt1eirceGElXdtarFPAFApDJZEG3oEoBtVKO7J7xSNCrcfGqHf+VSI/XqxXQqRWotjlxtrYRsRoljp6vo5tzRhrMzIT5HbPZ3Thx4XoNotDj2t0+WBpcnGPwsWrPSayems3b7b6k0oLlu8rodPVwKx5LWSkoS1eDy4NEvRrupjgkMUKfj+ag3baOq+ksCSRRFbNjswXLviclJQEAzp07h8uXL+OOO+6gX6PRaDBmzBgcPnwYDz30EI4dOwaPx8N6Tc+ePZGTk4PDhw/zip2NGzdizZo1bXw2BEJ00eDy4MXZeXQ1WiHOWRrxy38ch16twJai4dAo5RiQEn/dDaUPZqXMf+Nr3vdTIqgw08TrupByj8VqlHjl50PRLVYDtVKOapsTc25Jx+EztbjS4MKxH+qwYUYuVu89KVqpOZKUbo1SHnYjTwrmIpGkV9MBx8wYJj6oTvRzXvsKz88ahKcmDkCD0weNSoEFbx5lWcNC6/VsnBlMzV62swzHq6x08UPqcy/bHFg0vh/c3gAmDExGTb2Lk2FFCaJIg5mFCN3d8x239IIVvRK0kinuxRW1WHrXANH6UpSgjqTisdAGgLJ0HWuqLfXbj7/DoUqLZIFIptCP9qDd9oir6QwJJFEjdgKBAJYsWYKCggLk5OQAAC5fvgwA6N69O+u13bt3x/nz5+nXqNVqGAwGzmuo94eybNkyLFmyhP67vr4eqamprXYuBEI0kqhT47cff8fbq4hJb4OObiuwaNtx/H3+CGz84DTHivDcrEGcbJ3keA29yH/4aCEqrzRwji+1a250+6BSyPGnT7/nLParpmZjSG8Diitrkds7AS6vH6eq63n7LEWS0l16wRpxjydqkbh41Y4VoVlnPNYjJl5/APc1CbULV4Op2narF7cNSMaAnvGCWXDLdpZh/bQcenHmy2xaPz0H6/ed4hRspMYDnMP8goyws5LCgdkI1ucPYMqgFFYq+9tHqvDOL25BuikGcoBjaWOmuDdK1JdiiuWWVDxmupsWjTez5lxobkIz7Ao7QdBuZ4qraUuiRuwsWrQIJ06cQElJCec5qmgXRaDJvCuG2Gs0Gg00Gn7TN4HQWYg028Pd1IBSrIdSvtmIsos22upx34g0PPvB6bCsI4VNdWComJZEvQq9DdxgTDGLQqHZhECAv01GcWUtVu0JprmXVtVh1ZRsXLI6sKXkHLY9eAsCCAjW7+HD1ZTOTi20v79nsOTrKahF4sc6O57acUKw4zfV3oEZZPv2kSr0M8Xg71/+wK5f1FSE75LNISi6iitq0eD2ilqtVu4qx5A0Az5jWKdCr9f8/AxOEUQqy6m5LogEvZo3K64w04R/PTwKMWoFjldZsWpqNs5b7LwVngFpsRAqlptrKWG6m0KFbujcxGiUsLt9dFPW398zGBqlHOZusUgJCTiONnHRmeJq2pKIxY5CoUB1dTWSk5NZj1ssFiQnJ8PnEw9C42Px4sXYs2cPDh48yMqg6tGjB4Cg9SYlJYV+vKamhrb29OjRA263G3V1dSzrTk1NDUaNGhXxWAiE5tKeqabNyfag6ucItzUINtikMmqAyKwj1HtDb6KhN/63j1ThrQduoeNVKArMRqybnoPzFrukG2Pz/kqse/8U1k3Lwai+RhyqvILVU7Ph8PjQ6PJBKZdBoxK3IKUbY5CXZqAX2nDjNKjzAyA51kfGmjHntf/Qj+Wbjfi/BSOxZu8prkCqqMXKXeVYOE68DtE1p1f0uoQWZmSOZ0FTQ1hmi4nN+ys5AdfNQSyV/Znd5dg0Ow/5ZhMOfH8F+05cEhC7RujVCpGMuGC3e6oQod3ta7alhOlu4nOtMlPfX54zlNNslJqzUKJRXHSWuJq2JGKxEwjwF2V3uVxQqyObuEAggMWLF2Pnzp344osvkJHB/oFmZGSgR48e+OSTT5CXF/xSud1uHDhwAM8//zwA4Oabb4ZKpcInn3yCe++9FwBQXV2N8vJy/Pa3v4309AhdiGgXH82ludkefH2NQtsa3PfqV6yMGqn4mjitCp/8ejTUCjlsDjf2Lipg3UT5bvz3jUjD8x+d5u3htP79U5KdtKkxFVfU4rzFjt/cNQBr953E7z7+nn5NoTlYB0fMgqVTyVmBtaUXrHSGVCiFmSakJenx2ZIx9PmdqWmATcKqEBofdajSgrpGt2D2WHFlLZZOFK8WrZSLW7UB4eumVATfyxR2rbUISwXmVtuccHh8GNonESMzkrAqpA4TJZhnvnIYm+8figDAkxEX7HZPxR69c6Sq2ZYSpgVJSuiG9lSTmrNoFBedIa6mLQlb7Lz44osAgi6l1157DbGx132kPp8PBw8exIAB4j/SUBYuXIht27Zh9+7diIuLo2NsEhISoNPpIJPJ8Nhjj2HDhg3IzMxEZmYmNmzYAL1ej/vvv59+7YIFC/D444/DaDQiKSkJTzzxBHJzc+nsLMKNR2cQH82ludkeTPO6VFsD6uYvtQgYY9SMeIkY3tf0TNThd/cMxpmaBshkMsRqFdi8v5ITBEzx+B038T5OwWpMqVPyZu4UVwaFUGhrA+B6jMg1p4e1IMXrVLhvWCqe3lnGuyNPSdTRAvpsbSO0Kjn6JPGfM99YKawSAeJyuUxQdOWbjSiprMWEgck87xT/XAAw6FUYnWmCuVssdj0yCvE6FWI0SjQ4vSitqmvRpkAqMPdsbSNtHZmY0x3PTM2GxxtAtS3YSZ3pzpr/xtdYOSULKydncbrdA0BemgE6lQIPjemHWkaGXiQwfw9Swdr9kmN5aw6JcaOLi2gjbLHzpz/9CUDQGvOXv/yFVb9GrVYjPT0df/nLXyL68FdeeQUAMHbsWNbjW7duRVFREQDgySefhMPhwCOPPEIXFfz3v/9N19ihxqZUKnHvvffSRQXfeOMNUmPnBqWziI/m0txsj3AKwlF/U9kmNfVO3uBfIOh2itUK30KYljWdWoHDZy0YlmZAnd0tOn6lXCboxgjNhFEqZIJuJF8gwGvBohbNvYsK6AWJGuuVBhdWTsmiLVUxmusLG5+A3jgjR3B+CjNNnPR8QFpABgIBrJ2Wg1V7TnIsG8zrJHZd+D630GyCXqXExpm56GXQow9icMnqwBPvfiO5KbDZ3ai55oLV4UGMOtgZPlHHrnkUbqyNXq3ArJtTsXrPSczPz+Btyml3+7BsRxk++lUh63mhlhPN2cgwfw9Swdrd47XoHs9+fzRVSCZIE7bYOXcumGExbtw47Nixg5P91ByEXGJMZDIZVq9ejdWrVwu+RqvVYtOmTdi0aVOLx0To/HQW8dFcWpLtwTSvWx1uuDx+HD5rYfX6WTstB7UNLuSlJqJ7vAbdE7TwI8CxjhTlZ6DRxZ85wycM8s1G3DawO9QS2TYKuSxsUVbXKDy3pResuDmNP7aFGSh6yerAU/86wWmvwFw8hQT0uvdPN7V7CHBcMqvvzsbdm7kJF6UXrKL1iz4ov4wtJeewYvJAPHnXTbC7fGhweVmWj1cPnsWuR/KxJsSqVZhpwqq7s7Dhg9Oc487NT8fdm0swrI8BG2bkwun10davwamJdAxM6KaAb37yzUYsHp+JPkl6OkBXLDCXKVKZwdVzRvbhvJaJWP0iJuFsZPjECfP30OjyYMP0XLh9fjS6vKIWnGiqkEwIj4hjdj7//PO2GAeB0Gp0JvHRHFqa7RFaEK57vBa3DUhm3dx9/gD+5y9f4uU5Q/HEu98IWke2PTCSc3whYRBcoL7F6qnZgm6a0Zkmunu6mCijhI/XL7xh2lJyDrsX5mPt3lOCfaJsdjdnIQeut5HY3LR4Cglou9uHBW8exdu/uAVF11ys+blYZ+dNO/+uuh7PzsjF0ztOsOaAOqel753A/IIMdI/Xoqbehe7xWpy50sCq+mx3+3DO0kh3QKc+N8MYg3tf/RL3jUjDI2PNdMwQUygdrKjF0h0nMCTteo+r0IKE1KYAAO/8BKtdA1OH9MIdWd3p71Q4IpUZXB1pYUOxwGzmRiZU2GiVcqzacxKfNtXmAdjiJJLNT7RVSCaER8Rix+fz4Y033sBnn32Gmpoa+P3sQLj9+/e32uAIhObQ2cRHpCTo1Vg/PQdP7yzjZDOtn54T0Y1WKK6AOieNUs6J72HCN5dSfYUu1TnxxJ0DIMN3os0qQ0VZtzgN8lITkaBT4fufrtEuKqFYi5vTDPixzoGb0w0oyk9HnFYFYww7tbrmmks4WLiiFtX1wcagYgLa7vbhYp2Dk63z8WOFnO8FZTlLSdTh+VmDcN5ih1wuQ2OT5Wbpeyfw3KxBHDdNYaYJuxfm42xtI1QKOY5X1SFOq+Rcl7cfvAW1DW5s3l+JvNREXhcRwM3YKq2yYnKuE3+fPwI111zQqhTwBwKwiAZTW/DkxAGwNF63lEq1kgDYwdNSsTJalZz1vFTA/DWnR7Rb+eEzFlYV7OaIk3Atx8TNFV1ELHZ+9atf4Y033sDkyZORk5MjWe+GQGhvOkJ8tGeqqc3uxtp9p3izmdbtO4XfNzVKbAnUOR34/krEVXalLGuNbi9++dYxzC/IwC/H9oNGJUeiTry+CyV8YjRKrNpdjp+NSENeWqJgrAXltnlk23F6cftsyRhO8TmpYGGr3YMN75/G8skDRV8XaqEYnWlCj3gtNs3Og9XuQaPbi0a3D4k6FfTqYCxhrEaJbnEa1Nnd9H30/93ah7/GUEUtVu89SbdKKMw0YeaQXpxrE6O9HqcoJQyo55lxME/vLKefL8w0YfXUbLrAJB819S6kJbFjI8VaSYTOlVSsjNPjYwWZS1mCYjTKsLqVUzTHrR2O5Zi4uaKPiMXO22+/jX/+85+YNGlSW4yHQGgxHVHnoj1TTWsb3Pj0dA3LJB/6fCQ7S6HX9UzUYVJOD9za14iVu8s5N26huZSyrPU1xWDbAyObNUc9E3X4/T2DYWl0Y/Xd2fD5A3B6fNgwPRcurx8XrXYEAuAUqhMSZjFq8SQGvVqBgxW1mFhlRaHZyIrLoQgNCA7tMr8iZO5uH5iMlVOysJyn2eiqKdn464GzvGNh1jUqrqjFhg9PY/mkgayijzX1LtpFGG7dIKE4mOKK2mAQcYhACMUn4kq0u314ZJwZvsD1mC9min9oGQQASEvSIzlOQ3+HN3xwmnbXJcWoBQOzR2eaoFbIw+5WThGpW1vq+x0quKgu9HmpiThdXY9Gl5c+P0L7EbHYUavVMJvFi14RCB1NR9S5aK9UU0nLiSv8naXU66hz2hzBXEpZ1lIStABAp3DH69wRmfjF5jlWq8TS907g6Pk6eoEBgi0wnF4/EkJeH6NWitbiAYKLVc01J9ZMy+HUhikwG7Fh5iB4fX5W3BMAVPx0DTXXXHjqrgFYcrsf9Q4vvj5/FUq5DMt2lvFWP163T1xcMK01n56uwW/uugnPTs+B3e2D3e2DIUaFZ2fkYvnOMlEXETNgWCwOpriiFr8c04/3eeoYBpGA4Ceb+k4xY770KgUm5fSgG7QyCxuunZYDm8ON2sagpStBr8aaaTlY+t4JbN5fSVuhQqtlUwKz5pqTdyx880cRqVtb6vvNFFytmT1GaBkRi53HH38cf/7zn7F582biwiJENV21zoXUzjJBpw4rgDKSQEupuQy1Dm2cmYvVe07SzRqB6wuS3e3Dk21k4qdE7lW7G8/sKmctMAVmIzbMyEWa8XptnES9CovHZwLgusEWjctEccUVerH664GzmF+QgaIm60ByvAafna6B1+dH326xsNndsDS6Udvoxmqegnnz8jNw6pINv769v0jXdwt9fD5Sk/Ss6sFnrzTCavdgaFoiFHIZABkSdSr84d4hsNrdmD6kF9bsPckbv0IFDEu5u9RKOUc0MYOOZwzpxfs+KrZFH2I98wP45PRPeOqugSi65oTb50eGKQalVVZMerGYZY2jvhOh9ZD+cO8Q3uafQu42ilBrl1T5BD6ELMe3D0zG6qnZsDk8eHnOUGhVCgQCAWxpZvYYoXUJ6yrPnDmT9ff+/fvx4YcfIjs7GyoV+8a7Y8eO1hsdgUDgILWzdPv8YQVQNjdFP9xMlw0zcrFs0kDUOzwsi8ei7aVtmsni9PqxYlc5Z4EpqbTg6Z1l+MO9Q9A9PmhdStCr0SdJjymDerKymn6qd8Lp8cHrZ/fp4ivE2MCI0RicmojSqjrBXmJ5aQbU1LuadV75ZiM+PnkZpVV1dOZUb4MO//jqPJbtKKNfR4mEm3oEC8OEWuW0quD1Ci0gKUSCTsWZH8pNOKyPQTAGrt7pEbRs5JuNuCu7BxY3ubC2fXWe4yIM/U6Efi9C694A4r+NUHejVPkEMfgEmFohx9IdZazv9lsPjBSsA9UWZTAIwoQldhIS2MbfGTNmtMlgCASCNFIxSZfrxU35VIxCc1L0I8l0eXpnGTbNzqOtHrUNbly1uzl1XYCguX9QaiKqbc4m15Z49opYPFJdo1twgSlpatdAiR0ASEnUYVRfI640uOhU7Us2J9a/fxqbZufhT5/wW2GoGBCmJa1oVHpEndP56G3QcRZspiWFmrOVkwei7KJN0mrAJxSWTxqI2SPS4PL60S1OIxiPRLllMpNj4fH5UXrBSl83qRi4eK1KtGHp+n2n8fL9Q9E7SYe81ETMHtmHbpbKrPkTiSAQS3//zZ0DUNfoxstzhkqWTwj3s5iB2HwiPrRdSCitXQaDIExYYmfr1q1tPQ4CgRABYjFJUqZ8KkYh0hR9IbeXVKYLXydsZl0XABHFNUjFGdU7xXfqfM8n6lVY//4p/GxEGmtxlnLxAGBZ0sLJgDpVXS8aZEtlcVHCj68z+KFKC1ZOycLPGU1GmUiJhCsNbjotnbK++BHSGDbThEfGmTGR4VoqzDRh7+ICyAC6HpIQplg1RvU18oo/vVqBm9MN6JGgxXmLHTKZDKeq6/H2kSosub0/3nnoFlysc0CjDKbAR4JQ+vvsv33F+9tojVIUQlbSSOsIEdqOiGN2CARCdCBVI0cq9T7SFH2p+jl8Vgubw4PVe07yFqUDggIJQNhVccOJM4qXiMHge54KhF21u5xVqK9Pkl70WL0NOrqbPCC9uGmUcmwpOYf3Hy3Aqt0nRbMFmb2k+PixzoHnZg1iiSAmYlYD5hzwNYbt2y0YQzP/ja9Zxy6uqMWaPSfDcjcm6NVQ88wHJa7eOHSOFbuUbzbirQduwfMfneakwD/fjFYQoenvALBovBl5qYlwef3QqhT4qd7ZKqUohKykUnWEWrsMBkGYiMVOXl4eb2CyTCaDVquF2WxGUVERxo0b1yoDJBAIkSHm5lo7LQc/WBoR2xjMgIokRV/K7cVn1dCpFYJF6ZgCSawqbs01Fz2WcOKMDDFqwQrNBWYjDDH8cUgOtw+/HNsPeo0SCpkMCrkMMRqlqCDsEa+lKw0D4osblb00rI8BSYwK0UIZbkl6NV6fO4xemJnuHYqth84JZm+JWQ1C54hZOLLAbMQzU7JZcUBMInEt8WVqMV1bzLRsl9cPS6MLc0b2wVdnr9LnWdzCeK4EvTpYwPGqHZv2V3CKNY7p3w0J4ppWEiErKVVHSC6ThV26gdA2RCx27rrrLrzyyivIzc3FiBEjEAgEcPToUZw4cQJFRUU4deoUbrvtNuzYsQPTpk1rizETCAQJQk35OrUCx3myXZ6fNSjsFP1wGz1SFGaaIJWvGY6bqOqqHTEaZZOLSjoGol9yLDbMyOWtML1hRi4rXgcQd4t1j9eGJQgpQSRW5HBefgbeOVLFqRLNxyWrAyt2lXP6UVGuv7y0RJResNKCMVQ0GPQq0Syj7vFa0TmyNIo3aw031oTPekilugsFLxeaTazWFUDLg3n1agVe2l/JW0uoNQLjhaykdrcP7xypwu/vGcybPUZoPyIWO7W1tXj88cexcuVK1uPr16/H+fPn8e9//xurVq3CunXriNghEDoQZkdvoQyop5pu9MzKwja7G2dqGjjBv5FkuhRmmrBwrBmXbeLB0ulGPeRhlLC47qIKL84ozRiDP9w7BHWNbjS4vDDGqOHxBdsfePwB+pzCcYtJ1WwKtaRRLqGFY81QK+WI1V63FPFVtw4Nto6litIJuP5WTB6I5HgtHe+kkMmaVcuFOUf1Ti/itUokxajpFiFU+jSfRSncWBM+KyMlcAWLGVbWwo8Ax2LVkmDe2gbhthfhCimxoHgpaypf13RC+xKx2PnnP/+JY8eOcR6/7777cPPNN+Nvf/sbZs+ejT/+8Y+tMkACgdAyIkkxlwr+Fbqhb5gR7BZ924BkxGiUwaJ+b34t2ruq0GzENxdtGJ1pkuyWTY0zkjij4AKjFT0np8cX1txI1RlqbhFLvrFte2CkaGzUr2/rj//dcoQWH32Mejyzm5tqzxRsAHgXamqOmON5PEQYhzYJjTTWhC9gGBAvZsgXA9aSYN6WNgcOp0hnRxQyJYRPxGJHq9Xi8OHDnCrKhw8fhlYb/NH4/X5oNJrWGSGBQGgR4d7oW8PKAQBnahroeA8xt87Ku7Mx/aVDyO8XdJ0s21nGWWSZ3bKtDjf6JcdGFGckdU4rpmSxHg91B7m9Ptjs4rv+0B1/hikmrAVOaGxS/bpqrrlY2VEun583bZw6z8v1wTR6qSKO4t3qg5aYExesnHkOpy1JaMDw6ExT2L27qPG2JJi3Jc2BW7P4JqHjiFjsLF68GA8//DCOHTuG4cOHQyaT4ciRI3jttdfw9NNPAwA+/vhj5OXltfpgCQRC5IR7ow/XAiR1Q2eKK75Mn94GHcp/tOHD8mrY3T58croGyyYNxPppOai80sApXEd3y/b4YbO7I9pBS52Tn9HXqTml/VvS8LG56crU8/lmI+aOSse52kbR11+sc4S1UEtl262cnIUHCzJY89yc86dcPj9IjJs6z9YI5m1Jc+DmFt8kRBfivyoeVqxYgb/97W84cuQIHn30USxevBhHjhzB3/72NyxfvhwA8PDDD2Pv3r2tPlgCgRA51I2eD+aNvqWmfopQcUVl+ix48ygeees4rjm9SI7Xshpe1js80KoVeOPQD3jkreNY8OZRbN5fSQudfLMRh89a6MynBL0a/ZJjMSTNgH7JsYKLjXQfMS89N0IxJJQwsNnZQbtSO/7Q1zPfd6amAZZGN7YUDcei8WZWSwUqo4uPwkwTusVp8PrcYchLM+DR7aVQKyK+jdPjZGaSSc2V0+PjWHSac/5A0OXTLzkWhQLfy8JME9KS9PhsyRhsmp2HlBa2EaEEVujvQEpI2ezBQphikMKAnYNm1dmZM2cO5syZI/i8TkeamxEI0UK4XeBbYupnIraLLjSb4PT4OLVh4rQqNLq8WDFlINbuO8VxeS0oyEDZjza4vD6UVtVJVlimkDont89PZyWJxZDw7eCbs+Pns4SExsSIpSuvnZbDyqgDxNPdCzNNrMDxUJgLdaTXv6UWD78/gIXjzPAzOqJTY944Ixe9JWocRUqkMTXUtSoalS56XFIYsHNAigoSCAKEE4vQWQjnRt8SUz8TIXFVYDZibn46FocIHerYZ2sbYbN7WEX9NEo5yn60QQYZjpy7SjfjzEtNxA+1jUg16NE9XiPagb0w08S7KOebjTh0xoKZecGKxd/XNIieV+gOPlJLWDgxMZQ1Syhd+QdLI6eA4NtHqvDa3OGQ4ztWxlFhpgnrp+dg1iuHBcfIXKgjvf4tsQRSHdFPV9djS9FwXHN6YXN4aPflmr0nsWZaTqt3BQ83poZ5rQanJpLCgF2AsMROUlISvv/+e5hMJhgMBtFu51evXm21wREIHUVLYjGiFakbfbgWICFCxeHv7hmMRpeXbgSqVcmxmtGAMvTY8Vo3Pvu2BqVVdSwLy6LxZrxWchalVdaIY2oS9GqsnprNyVZiBj/fNiAZxhg14jTit8PQHXxrWkKY2Udi6cqxDWyXil6twHOzBuGvByrxm7tuwsPOfizRsH7fKWy+fyhdCZkZgA0A/kCADsCO9Pq3xBJIzcWi8WY8/9G3vELC5Q2//k1rb0yY10ooyJ6aFwC8pRoI0UVYYudPf/oT4uLiAAAvvPBCW46HQOhwIsm+6Gq0Zgo1JUL6drtew+f39wwWPLYpVo3vqusxr2nRpyrsju3fDZv3V2LReHPYbSWYyACOtYgZ/KxTK7Boe2nEO3hRd12mCUqFjJXJJWUJ0auV2PbASKSbYgRjVEI/k4ozykszCIoGp9ePlVOysG7fKUmxGMn1b4klkJqLSF2HfLTFxkQqyD7dqEevRB3sbh+nhlVn3xR1VcISO3PnzuX9P4HQFems2Rfh7m6lXhdp+mxrpeaG9qd6sKAvUhK1uFjnAND8hdEYo8aJC1be947ONOF4lRXFFbU4dr5OdAfPl04t1GF77qh0TPxzMYb1MdALn5QlxO72YsGbR/H+4gJcsjpgiFGzro3N7obN7sGaqdl4Zs9JFFfU0nMyP5+/ZQQQrBL8zJQsfPhoIVbsKmtWl3T+8frwyDgzfDwxN1KWQGoupNLPpYJ/22pjIhRkT/HZkjEAgCdv0E1RZ6RZMTtnzpzB1q1bcebMGfz5z39GcnIyPvroI6SmpiI7O7u1x0ggtCutlZXUnoS7u22LXXBrisOeiTra+uMPBLB270kUNVl6pBZGm0B9GqnqtpNeLAYg0BDTFIOUBK3g+ClLSM01F6qu2gGAZTViLnxilpB8RgXq81ftdAPQ2wcmY/XUbDS4vLDaPfAFAjhy7iqGpRtQNCodMWql6NxQbiuPzw+PRD2eSK4TFXNz7Hwda740SjlqrrlY2WV8UHPR0q7gbbUxCcdq1Vk3RTcqEYudAwcOYOLEicjPz8fBgwfx7LPPIjk5GSdOnMBrr72Gf/3rX20xTgKh3WitrKT2ItzdbVvtgltbHFKWhTM1DSiutGBwmgH5ZqPkwuj0+HDJ6uCINpvdDafHhxVTsuAPBGB3+ZCg4w/4Dd3B73pkVFjdvS2NbpRfsmHcTcm4I6s7CswmqBRyFFdcwasHz6K24XpBRL5sLGbxRI1SDr1agYfG9MXE7BQsfe8ES6RQr1+8vZSujsw3N6F1g16eM1T0PCK5TsyFns+iNCI9Kaz4sAPfX2lR8G9bbUzCiV86K1EnKBo3RTcyEYudpUuXYv369ViyZAkdxwMA48aNw5///OdWHRyB0BG0VlZSexHuDrOtdqJS4jBGIvBXCGohowJEf6p3inYUP3zWgr8cOMMSbWKWrAS9mhPwG4qQsA11BSrlMtySkcSJmyk0m7D5/jw0ujy06Fo7LRvVViesjEBiyhKUbzai/JINL87OQ029E2v2neScLzN7i0o750s/D60b1FIrCpNIqnILuUx7JuowKacHbu1rxMrd5c3qCt6WGxOp+KXOtim60Yn4LlRWVoZt27ZxHu/WrRssFn4TKYHQmWhpVlJ7E+7C01a7YCn3zNHzdXTX8kigFhPKvfTQmL5YNSUb6/ad5LV0UIKBEm3hWLKaI2z5BFSh2YhHxplRWmVlvTaYCh7A2mk5dCArZXHZ9p/zrI7j1HmU/2jD1kPnMD8/g1fYAdeztxZvL8WLs/Pw9pEqVmA3wI1xEqvHE6mIp65NaHsNqnFogk4VlsuUsuJtbmZPqbbemIjFL3W2TdGNTsRiJzExEdXV1cjIYDdpKy0tRa9evVptYARCR9KZmvqFu8Nsq52oWKAuJUI+7GOI2E3GXEzsbh/+9EkFXWfn4bHBwFiP189pK0FZUaptTswekYZ5+Rmczt2UJau1em0VV1rgBziduqnnbE4v/R5mbNAvm87DoFfh45M/4dEm19QLn1Zgzsg+ovPj8vrpY334aCF8gQBW350Nnz8Au9sHXyDAer1UCnWk1+b2gcn42Yg0TnZXgdmI+4alRuQybW5PqY7cmHS2TdGNTsRi5/7778dTTz2Fd999FzKZDH6/H4cOHcITTzyB//3f/22LMRIIHUJnaeoX7g5TrMBeYQt3oj0TdVgn0tuqOW4yvsXE7vbhmwtWDElN5FRhBoKWhnidmpMOHFqlGLhuyWqtXlt8nbopqm0O1t9UbNDm/ZXY9sBIfHzyJ5RW1cHu9tHBxuH2yLq5jwGJehVnvGdCiiSGBmAn6FQw6NWscw03o4+qX/Tkeyc4lqKSSguqrtrbLXi3IzcmnWlTdKMTttiprKyE2WzGs88+i3nz5qFXr14IBALIysqCz+fD/fffjxUrVrTlWAmELkNrFkGLZIfJV54/32zEwnHm5p9ME1ftbix486jg881xk/EtJrFaJVbsLOMIHQBYOSULK3eVsyoJA9wqxQDbkhWusJVyBQplRYn1r9KqFJiZ1wsz8nph9Z6TtIgRcztRcTqFZhPWTM0Ouw4OJbJGZ5o41pVIM/WcHr+gm02qc3trB+925Maks2yKbnTCFjv9+/dHr169MG7cOEyYMAFr167F8ePH4ff7kZeXh8zMzLYcJ4HQZWiL9O9wdpi1DW7Mf+NrTqpw6QUr5r/xNfYuKmjRTbst3WQU9U4PIANWTw2WuPjkdA393OhME4amJWLZjjLe44RWKW6OJUvqHPmsMVL9qRJ0Krrw4ubZebDaPSjMNAm6nQozTVh1dzbqHW4o5exq9kwRnaBT0X2/pERwczL1xIRfawZDEwitQdhi58CBAzhw4AC++OILLFq0CE6nE2lpaRg/fjzcbjf0ej2J2SEQJGjL6sxSO8x6p4eTWs2kpbvttgrYFBKHG2bkYtmkgXQ7Cqq/lhgur7/Z7S9MMWrJJqc/1Ts5j/3mzpvwwqff835G6LxQ1/D5Jksd0+0EAMnxGnx2ugZTN5fA7vZhdKYJ85oaVfLN0+0Dk7FxZi6cHr+om6U5mXpiwq/0glXQZUqCdwkdgbj8ZlBYWIgVK1bg008/hdVqxeeff4558+bh3Llz+MUvfoG0tDTcdNNNEX34wYMHcffdd6Nnz56QyWTYtWsX63mZTMb773e/+x39mrFjx3Kev++++yIaB4HQXoSzqLQVbZ0qS7nTRmeaWI+3JGBTTBw+vbMMxhg1hqQZ0C85tqm/lvg59DXFYNPsPMF2DBSXrA4s2l6KCX88gBkvH8aEPxygG5gKnePGmbkY1deIPYvy8fYvbsG/Hr4VN6cbMP+Nr3H/yD7INxs57xGaF8pSt3dRAW4bkIzeBh1qrrnws79+hRc+raCFDvV+oXn65HQNlu0ogymWPU+hNCdTjxJ+fHxXXY+NM3Jb9btAILSEZhXAUKlUGD16NIYPH45bb70VH3/8Mf72t7+hspJ/xyhEY2MjBg8ejHnz5mHWrFmc56urq1l/f/jhh1iwYAHntQ8++CDWrl1L/63TkZ4khOikI6szt0eqbGsHbEZqcZA6R7FqyBRiAuupJuub0DmWVtVhxsvcLuOUhWb5pIFwe/1hzUuopa5HvBYj0pN457WlNZSaI4SlKlOnkOBdUVq7eSlBnIjEjtPpxOHDh/H555/jiy++wNdff42MjAyMGTMGr7zyCsaMGRPRh0+cOBETJ04UfL5Hjx6sv3fv3o1x48ahb9++rMf1ej3ntWK4XC64XC767/r6+rDfSyC0hPYqRCZ0I22PVNnWDNiMVBy2xjmGIxyELCRC15dyH84Y0gtZPRMkx8AHNa/UtT1b24h4nRumGDUaXC0T0c0VwlLilgTv8tMWcXstpauLr7DFzpgxY/D111+jX79+GD16NBYvXowxY8age/fubTk+mp9++gnvv/8+3nzzTc5zb731Fv7xj3+ge/fumDhxIlatWsWq7hzKxo0bsWbNmrYcLoHASySLSnNvPlI30s60226OOGzpObbE+tbW1jOha7t2Wg70agVvhhogLaJb0tSTCJrIaMu4veYSjeKrtQlb7Bw+fBgpKSkYN24cxo4di9GjR8Nk4vfXtgVvvvkm4uLiMHPmTNbjc+bMQUZGBnr06IHy8nIsW7YM33zzDT755BPBYy1btgxLliyh/66vr0dqamqbjZ1AoAjX8tDcm0+4N9LOsjg1Vzy05BxbYn1rS+uZ0LU9er4OX561YNuDt+CS1UFXMaaKKEqJrJY29SRERrQ1EI1G8dUWhC12rFYriouL8cUXX+D555/H7Nmz0b9/f4wZMwZjx47FmDFj0K1btzYb6JYtWzBnzhxotVrW4w8++CD9/5ycHGRmZmLYsGE4fvw4hg7lb3yn0Wig0WjabKwEghhSloeW3Hyi7UbaUjqiSm1LrTNtZT3ju7bMZp/MlHuqiOI7R6qwdlqO6Ge3tKknITI6Mm6Pj652zxAibLETExODu+66C3fddRcA4Nq1aygpKcHnn3+O3/72t5gzZw4yMzNRXl7e6oMsLi7Gd999h3feeUfytUOHDoVKpUJFRYWg2CEQOhoxy0NLbj7RdiNtDdrb9dYaAqstrGd81za02SfFoUoL5DIZfn/PYHSP13LeJ3VcJp3xOxPNRFsD0Rvl+jevHTGC4icpKQlJSUkwGAxQKpU4ffp0a46N5vXXX8fNN9+MwYMHS7725MmT8Hg8SElJaZOxEAhtTUtuPtF2I20t2tv1Fo2xTXzXNrTZJ5Piilo0OL3oHh/5cZl01u9MtBJtDURvlOsfttjx+/04evQovvjiC3z++ec4dOgQGhsb6arKL730EsaNGxfRhzc0NLDS1c+dO4f//ve/SEpKQlpaGoBgPM27776LP/zhD5z3nzlzBm+99RYmTZoEk8mEU6dO4fHHH0deXh7y8/MjGguBEC205OYTbTfSzky0xTbxXVuqPYVQ9/FGiSwtoeNSkO9M6xNtDURvlOsvCwRCWuMKEB8fj8bGRqSkpGDs2LEYO3Ysxo0bh379+jX7w7/44gtegTR37ly88cYbAIBXX30Vjz32GKqrq5GQwE7ZvHDhAn7+85+jvLwcDQ0NSE1NxeTJk7Fq1SokJSWFPY76+nokJCTAZrMhPl5iG0QgtDE2uxuLt5cK3nykAgYvWR2CN1KpYnodTVdPfw0l0vMNvbavzx2GxdtL6bid0J5nz07PRbopRnIcLfnO3GjXrLWg5i0aLIed+Z4R7vodttj561//inHjxqF///6tNshogYgdQrTR0ptPNN1Iw6W101+jfRFuScYddW0NejUOn7Vg34lLvE05hcQx39wACOs7Q723weVBgk7Nabza1VKWbxQ64z0DaAOx05UhYocQjXTWm09zsNndWLS9VLCXUqTpr9FeN6Q1z/e7y/W484Viwec/WzIG/ZJj6b9bMjfM9y4ab0ZpVV1EIotAaG3CXb/D7o1FIBDalwS9Gv2SY0V7GnUVWrNnmFTqvs3edv3HhMZzpqYBpVV1OHOlATa7G5bG1jtfoUKCFMyA9pbMTeh781ITeYUOdby27PNGIERKs7OxCAQCobVozfTXaKobImRFWTU1W7TicSTnG0lAe0vmJvS9VHC0EF0lZZnQNSBih0AgdDitmf4aLXVDxKwoq/ecxPyCDMG08UjON5JsmnqnRzBza0vJOdG5CZ1XjVLcMdBVUpYJXQPixiIQCB0OtWDzEWn6a7TUDRGzohRX1GJUXyPvc9T58rm/+KBSmUPnjy+VOUGnwouz81BaVYcFbx7FI28dx/w3vkZpVR1enJ2HeJ3w3ITOa+kFK/LN4udAIEQLxLJDIBA6PHOpNWuPSFk6YrVKnKlpaPNzlbIwaVRyzjip87W7fXgygiDicIsgxmiUghWXZQD+cO8QwfGGzuuWknN4cXYe/f7Qc+gKMWYd/bsgtB4kGwskG4twYxNNmUuhGWixWiUaXV7YHJF3fucTTuun5+A/564iKUZNu3B+qndibP9urV5P5HxtIyqvNHBcRVSczmdLxsAUq+YIFACtmpnG5ExNAyb88YDg86GZW6GEzqtercDKKVkYmpYIh9vXpbIGo+l3QRAm3PWbWHYIhBuYaOt4zKxafMnqwBPvftOsxYbP0hGrVeK8pRG7/vsjp/hehikGerWi1c71ktWBFSH1Z6jmnI9uL8WwPgZaFIR+5pmahjYLsG5pPFNbttGIJitKtP0uCC2HiB0C4QYmmjKXmLTGYhMqJM7XNuLPn1XwunAAYMP03FZbtJ967wRL6DA/Z+WULIzt361Dmrm2RjxTW7TRiDYrSrT+LgjNhwQoEwg3MNGSuRRKa9bdoWh0ewXrwhyqtKDR7Y34mHyIjf1QpQXD+hhEXWZtGWDdmoHgrUW01UUCovd3QWg+ROwQCDcw0ZK5FEpbLDaNEsX3pIrzhYv02L2iWVZtKUgiydxqL9pC2LaUaP1dEJoPcWMRCDcw0drxuC0Wm0SRtGogmJbdGkiN3enxYeYrh+m/Q901bd0Vuy3jbppDNFpRxH4XBWYjtKrOZyeIppiojoCIHQLhBqatF9bm0hYiLDlOg8JME68VoTDThOQ4TbPGGorUQnn4LNuVxheH1NaCpC3ibppLNFpREvRqbJiRi6U7TqAkJJi9KD8Dq/ecxO/vGRw1cyhFtMVEdQQk9Rwk9ZxAiMamoy3t/N5exwz3cwozTZg7Kh2Pbi/ldZlJpX13VWx2NxZvLxUUth2V+XT2SgN2lP5IV5rWKOUovWClywd0luvV2k12ow2Sek4gEMImmnb6FG1h3WgvFw7f5/gCAUx/6VCr9MPqSkSrddHm8Ai28wA6z/UimWVBiNghEAhh095+/7YQYe0l7EI/50xNg2gQ9I0c9BptcURAdLrXmkM0xkR1BETsEAiEsCB+/5YRrcHg0UK0WRe7yvXqKqKtpXS+kHJClyfcBoiE9iMaa6F0NqIx7ZsgTFe5XtFYW6kjIAHKIAHK0QSxHkQnLe2pRLhONAaDE4TpCtervQLzOwISoEzodJB+NNEL8fu3HtHmriGI0xWuVzTGRLU3ROwQogaSNRC9tNTvf6MXNIt2yPXp+nQF0dYSiNghRA3EehC9tCRYk7gmoxtyfQg3AiRAmRA1iFkP9GoFDHp1qwUukyDoyGhusCYJbI5uyPUh3CgQyw4hahCyHujVCmwpGo4Vu8pRXNny3SfZyTaP5vj9iWsyuiHXh3CjQCw7hKhByHqwckoWXtpfyRI6QPN2n2Qn2zIS9Gr0S47FkDQD+iXHSi6ExDUZ3ZDrQ7hRIJYdQlTBZz3wBwJYtqOM9/WR7j7JTrZ9IQXNohtyfQg3CsSyQ4g6Qq0HDS6v6Osj2X2SnWz70tyCZiSmqn0gBecINwrEskOIelpz90l2si0nkjTl5jR5JDFV7Ue0NuEkEFobInYIUU9r9qjpKv1umkNr1FJpjhCJJLCZFJZsf0jBOcKNAGkXAdIuojPQmuXO+Y5VmGnC6qnZkAEwMkRAVym2JiVSwjlPm92NRdtLeWOeRmeaWkWIkLYUBAIhEki7CEKXItzdZziLNvNYVocbLo8fh89acPemEtjdPlpEBQBJK0Zbi6HWOL6YtWTV7nKsujsby3aWSVpr2iO4m8RUEQiEtqBDxc7Bgwfxu9/9DseOHUN1dTV27tyJ6dOn088XFRXhzTffZL1n5MiR+Oqrr+i/XS4XnnjiCWzfvh0OhwMTJkzAyy+/jN69e7fXaRDaCaFy55QgqLO74fH5ceiMBVtKztHChc/FQh3nyA9XkRynQVZKPDbfPxTHq+qwpeQcvvj+Cj44Uc2b7r5qdznWz8iF1e7GxToHZDIZ/b5hfQytFlvSWrErYiLlppR4LNtxAsWVFtbjfG4jSojo1QrML8hAXmoiXF4/tCoFjlfVodHVciFCYqoIBEJb0KFip7GxEYMHD8a8efMwa9Ys3tfcdddd2Lp1K/23Ws1e7B577DHs3bsXb7/9NoxGIx5//HFMmTIFx44dg0KhaNPxEzoePkGQbzbixdl5eHR7qWisR53dg30nLuEQY6Gn3quUyThCBwgu9D8bkYYn/vlflkDINxux7cFbYG1043R1PRpdXiTHaZpt6Wit2BWb3Y2rIplMeamJ2Ly/kve5UGtNvFYFvVqBzffn4f+3d+bxUZT3H//sfeTYbHYhB+TCDeYEghxKEi5RRJBDKwq0DYfWFsF6VrBEzgoera0g1VYithXtr1Vuj6IgEvACoiQhCIFIUAIhIdkcm73n98dmhpmdYzdASDY879fLl2Tn2OeZ3Z3nM9+zqLiKc1y+xYSfDb7yB4zrOaaKQCB0Hl0qdiZMmIAJEyZI7qPRaBAbGyu4zWq1YsOGDfjnP/+JcePGAQD+9a9/ISEhAZ988gnGjx8veJzD4YDD4WD+bmpquswZELoSMUFAi5e5eSlYt7tS0MVitTlRuKWUI3ToY+UAnp2cidd/cRPiDTo43B5caHFAo1SAoigU7a8SPE6GYxiUaGREwJVkEF0NlxEtBGePSBbdx+H2Sp6D7TYyh6uxfHIm3iyuQrHf/PdV1qNwaxnWXWHcDskO6nx6ShwagdARun3MzmeffYbevXsjKioKo0aNwh/+8Af07t0bAHDo0CG4XC7cfvvtzP7x8fHIysrCgQMHRMXO6tWrsXz58msy/uuZzr6pSgmC/ZX1eDCvHxaMtSAnIQr1rQ54z1OMtaWuxclz3dDsq6zHmYttUMhlWPNRBUfYvP3AcJ7QoSmurMec3BTm7yvJILrS2BW2EByYEIVci0lw3NF6FXON2C4p2g3IdhsZ9GoM6GvAU/89Ivie+07UobbZEXRwt9h2sfgswBfATBbpy4ek9ROuV7q12JkwYQLuvfdeJCUloaqqCoWFhRg7diwOHToEjUaDc+fOQa1Ww2g0co6LiYnBuXPnRM+7ePFiPP7448zfTU1NSEhI6LR5XI9ci5uqlCDQqxWIi9KipLiB625ptxAEEhNKhQyv7z3FEwjWNunj/C0lbCtMR8TflcausIVgUXEVXpmRAwCc+dyW3htxUTqUVF+6Rnq1AksmpuPfD92MC80OeCkKVpuTFbcjXeCRvj6BPv9A2+n4LPqanahtCToeiyAMSesnXM90a7Fz3333Mf/OysrCkCFDkJSUhJ07d+Luu+8WPY6iKMhkMtHtGo0GGo3mqo6VcIlrdVOVEgRz81KwasdRnljZ1z6GwkkZvGPYgbdapQLz8vohJ9HILK4AoFFKFx0X2t7qcHVY/JnD1Vh9dzZ6R2h4FpchSUZe7Iq/kPJQFPRqBWxOD2xODx55pwRz81IwNzcFDrcXySY9TOEaPPmf75hrpFcr8MqMHLy5vwrPbC4THGeYWjoOTq9WBPz8X7x3YFDfjyuJx7rWhIJriLRKIVzPdGux409cXBySkpJw4sQJAEBsbCycTicaGho41p3a2lqMGDGiq4Z53dPRm+rlLhRSway39DNJBt6qFDLkp5qZcbIXevZx7MXV5vSg5EyjqEso12JCyZlG3usGnRpP//eIaCNTocW61enhZYPlWkwomj0UydF6zv5CoiA/1cwZt83p4czr08dHocXu5hwzNy8FbwrEI7HHGaZWSs4/TK0M+Pk3tAb+fgD8tH8guHisa02ouIZIWj/heiakxE59fT3OnDmDuLg4AMBNN90ElUqFXbt2Yfr06QCAmpoalJWV4YUXXujKoV7XdOSmeiULBR3MunRrGW6Mi2TiTox6FVQKaQvMD3U2FIxIhpeisL+yXnSh919caZeQXCbjjDnPYsLs3BQ88k4J5/iRqWbY3R7BzC5AXPw9/R5fHO2vrIdCJsPadpcUZ18/UbDvRB0oisJDo/rB5aE4MTn1LQ5EaJWoa3Fg/azBjNVoMCu4Wmyc5nA1Fo5N5VwbwCd0Fo5NRZRehVN1rYLnoAnkCqO/H1LxWHNZsVFduUiHkmuIpPUTrme6VOy0tLSgsvLSzbWqqgrffvstoqOjER0djWXLluGee+5BXFwcfvjhBzzzzDMwm82YNm0aAMBgMGDevHl44oknYDKZEB0djSeffBLZ2dlMdtb1SrDWko5aVYLZP9ib6tVYKOKjdL6ieO8f4SzUbz8wXPI4D0VxXDu9IjSiCz17cbU5Pdj01Wk8NzULTg/FBNBqVXIs21bOuLsAn9B5blo2jtc2S47Ff7HuiGVMat/D1Y1Ydlcmlm4v58UtJUTrMXfjN8x4cy0m5N0g3BCSpsHm+9xNYT7BMy+vH+wuDzRKOWqbHYzFKVIr3bQzUit924nQqgIKZnZsVLCLdGe4mkLJNUTS+gnXM10qdg4ePIgxY8Ywf9NBwwUFBfjrX/+K0tJS/OMf/0BjYyPi4uIwZswY/Pvf/0ZERARzzMsvvwylUonp06czRQU3btx4XdfYCdZa0lGrSrD7B3tTvRoLhdXm9FX/9bPIfHGqHnkWEy9FGrjkbmK7dtbPGiz5PvTimmsx4Vcjb0CkTsUb20v3DuRlENW3OhGoIYv/Yt0Ry5jUvnPzUrB8ezn2V9bzCgF6KQprZ+RgYbuba39lPeaPtki+r7XNhXlvHQTg+xxXTMlCU5sTYRoVhiQZmesR6PM3hgX+fri90inxdGxUsIt0Z7maQsk1RNL6CdczXSp2Ro8eDanWXB9//HHAc2i1WqxduxZr1669mkMLWaSsJU+/dwSrpmYhSudbXDtiVemIFcbm9GD+GAs87S4imny/myp7oRCqyuuV+G7QT+kXbU7MyU3BwIQoTiAx7W6SgVscMD/VjIIRyTx3U6DA475GHTYUDOFYMPwRqvB8qq5VMs4nX2CxDmQZC9Nc+tlK7UsXDBSLR8pPNWPz/BE4Z3Xgm9MX8c0PF5FvMQu63PzjkT4/UYdnt5YJWt8CLaoxkVrJ7YDPKiV6zdrHEuwiHex393IsP6HmGiJNPwnXKyEVs0MIjJS1ZN+JOlTWtuCtAz9gxZQsHDrdILifkFUlWCuM1ebE7947gkOnGzjZP7SrQ8/K5qEXCqnF+HmBJ+9AWTrsDKTN80fA46Vgc3pg0KmgVsgx4ZV9HHcTgICCJFKrRLhGybFgBEOkViWa+p1rMWHllCyeqFTKucHTbHItJhw83YAwjRLxUTpJKwqNWDzSvhN1WLHjKHISjSipbsADef0waUA8lm8r41WHniMQjxQorV5qUZVadE/WtmDljqOi12z5lCxU19vQJ0iLTDDf3Van57IsP6HoGhJru0Ig9GSI2OlhBBPr8PmJOhRuLWOCboXwN78Ha65nLyxC5x6WHM0sjl6KwoaCIYjSq/H9uSaUVDdy9t0nYDUKtmoy4LMwKeVy3Bh7qUu21eZE4aQMXkr3u19XY93MwVDIZJyFK9diQsGIZLz08fdYfGc66lqcOFXXGvSTvzlcjSFJRl7qNy3+jPpLT/60iDt0ugGvzMhhgqfZY6FFx4dJRua6iFlJ+hp9i7RUSwg6HonevnhCGgYmGjG7fZxJJj0+LDvHiEh/AqXVS3Uo96+l47uuTljbnILp8hqlHCVnGnGitgUP/fMQ8z6BYrsCfXetbS4s215+WbFjxDVEIIQGROz0MAKZ1Wl3zb4TdZJtBPzN78Ga6wMtLGKLo79lhqYjAbn+WTpCT9ZiKd3rZg5GSrQeL947ECdrW9DY5mIW10XvHcGaewbgd+8d4YiPYJ782YshW3D4L4b+Io690ANA70gNPq2oZa4P+7r4W0kidSqEaZSwOz3ITzUHbAkRplFiwVgLioqr4GTtq1XJoZTLcHtGDLL7GKBSyDnVlYH2tPrLCDKXat66qT243D9dnmZDwRDO+wSK7Qr03dWrFVcUO0ZcQwRC94eInR6GlFldrA6MP0IiIVhzfaCFRWxxFLLM0AQbkAtcCiSmM6HqWy9ZYsI1yoAp3eea7Jj5xlec7QvGWgLWnwl2MWx1uGDQqeH0eHGuyQ6bywNzmC+QmX1N/Bf6tx8Yjqw+BtHrwnZNnG1sw5P/+Y6xEOlU0sH6rQ43Sqob8OrMwQjTqDgVlYFLFqUFmw4jJzGKEaVDkoxwerxBuzfrWpxoaZ9/4ZYynuCkz3sgiOBysesgRKDvrlwuXoA0mPMDxDVEIHR3iNjpYYiZ1YXiLvoadbxFQMz8Lnbe/HZREWwmjtTi6G+ZoWFbmQKJqWSTHrufGAW1Uo4zF21obHOhd4QWrQ432pweyYW5ttmBHxvaeNs60hlcDHoxFHP5LJ2cyVQ8FsJDUdCpFHjt5zfB7aVwuLoBkbpLKfx0vEx0mBpLNl8SEo+8U4K1M3ICBh7vr6zHxOw4FBXzW2SUVDdiYrYd/5g7jIm7Kpo9FCnRepxp5F8vNg02J368aPNlzJ2ow4KxFpRUN0jWM2KCy/1qGYnFDgUKAg7kampzCV/zYM9PIBC6P0Ts9EBoS0JtswPVF20AfAG4bBfRyFQzYiO1HTK/x0fpsPrubJyut3HcPMu3l2P5lCympxG9sBxsD1LOSYgCACQY9cxTslD21eHqBri93AyskalmhGuVTAPI6ABpy32idGi2u/G0n8sp12LCwjGpktdNrO+VlBtIr1bA7fXi6FkrWp0eROlUTLNR3vklsoKWbStnrFpC1ybeoMVPDXZ8c/oiioqrMDgxCjOGJPDE04aCIRxRY3N6sPCdEl8MEMRjgAAgJlLLS+EXayGRn2rG6mnZcHmkXWQA8PT7lz6LQPFD8/L6YZ2zEo+8U4KtD+dCLpPB2uaC3eXBgVP1PDdnsEHAUq4mq80ZckHGBAKhYxCx00OhLQlhGmXA4Mlgze9WmxOL3i8VtI443JfcOfTC0mBzoXBLKWdx2/TAcMnWDJMHxDMWjpGpZqyamoXfby7FJxW1AHyWo3/MHQYKx3jWETptefH7RwQtB4HqyOjVCnx2/AIvK0ssLZ2ex6odRzkiQSyLLFCm3G9G3cBYNXiZaRYTCnJTcPSs9VJvqMo6fHr0HAYmRGH2iGQ43F70jtAw8TdsUVB+1oqn70iDQibD6Ys2RqiyxYOQqJPK5Fq8uRSzRyRLpIiboVbKOdsCxQ/p1Qrm85fLZEyA89nGNry29yRP6HQkCFjM1USCjAmEng8ROz2cqxk82dEigIVby3iWggOn6lE4MV20NcPKnUeZJ/pwrZIjdPRqBdbcMwAv/e97zgIfpVMhyaRHXJQOJ2tbeO9J88WpelF3zshUM8LUSsE08ZIzjYIxJFJCQKh+S32rQ3BcNBqVHIWTMoTPWVkPL4CcRCPe3F+FuXkp6GvQ4ZFx/dFsd8Pa5oJWpcDHR8/jZG0z/v2rW+D0eODyUIjQKiEDsKviPAb2icL8tw8Lv7+AqJOyxOw7UYd5uSmY0+569LcaLZmUjh/qbQHfgw1d7FCnUsDa5sTJCy0wh/GDsK92EDAJMiYQejZE7FwHXK3gyY5UixUTRkXFVfj3QzdjMcslwmbfiTp4vBRaXG64vF6kxUXiwMl62JwejrjYfewC5zg6BVlqjEXFVdg8fwRW+HVDp5/g9WoFkyb+q5H9sGhCGmqbHFDIZBiXHgMKxzjHSTUbPVrThKY2F85a7bDaXAjXKqEL0DE8SqfGTYlGLH6/VHD7/sp6PJjXDwAwISsGGqVSsCbO0rsy8cKHFfiEdY1yLSYsGGNBmEaJsWm9eNcPAM432ZFvMXHOx7bECLnXDHoVHvzHQdw/LJGXIl7TaIfSL/g3UCPVcI0Sf91TyRnDbem9sWxyJuwub4cK/nW0SKDU7yQUupoTCARxiNghBE1HqsWKiQ6b0yMYBMzmVF0rY31gZ+kEEygsNUab04OaRjtyEo2Ym5sCg04Fo17NeYKn3RluL4U1H14SN/RCTwdQ94nSgqJk2FAwhBNzVFRcBb1agbcfuBmLNpdyFvXV07JEiwXSsSHnmx3MOXXtVaQVMhlsLg/C1Er0jdbh78WnAEA00HfF9nIMSjRyxA6938TsODw6rj8cbi/PEhNn0GFOXgrACgymLTGihR8tvvR7/1iaXIuJ82/6vaQKLP5ufBr+/MlxjtDRqxW4b1hih9P+r2Z7iI6ci4giAqF7QsQOIWg6Ui1WSnSoA3QkZ7s62Fk6geI9mu0upJjDJFPvD7anVYsVo6PdGTVWO2dRp1PB9WoFHh5zA/oYdTjb2AaZTIajNU0oKq5i0rIVMmDFjnKeEFm5s4KpEcNeOPNTzVg5NQstdjdWbi/nLPZ0N/Un//Md5ual4G/7GniFAP0prqxnXEts6OPqWpyM4NOrlbA53Sg504iHN/kE5s6FefBSvutp0KmQn2rGwIQoEfdaHShQTBbV3LwU3NLPBIVMhjaXB9/92IgH8vpB1j4uuljgkonpWDQhDT82tEGt8FmCGlqdPIuTmKtQKu0/UMuUwkkZUMhlQVuHgq0j1Fn9twgEwpVDxA4haDoSyCkljC62OrH67mz0jtDA7aUQb9DB4fbgQosDBp0KbU4PJw1bLCUd4LpWXB4Ktc0OrL47G8u2lWNXe6wPwM08optY/lDfivBWJ7Po1TbZ0epww+bywObwYMfCPOw9XotX9/gCY2nrxlv7q/Dix8c556atT0AVfn9nhqCbxub0YN5bB7FzYR5qrHZORttXp+qx/buzvHij4sp6UAAzR1rgBBJ+Ytvp1+nzbJw9FCVnGpGTEIWX7h0Io14FpVyGxjYnInQqyGVA4cQMXGhxSIqrRRPSMXVQHyzfVsYLOr+lnwmLJqSBooAzDW2IidTg+PkW3Pf6lxxrkFAz1kDWvHNNdp5gCRQIfuaiDfPeOhiUEOlIm5Sn/8uv4RRsLSYCgdC5ELFD6BC05aPR5kKr082kW+v94lHEhNGk7FjcnBKNMw1tsNpdSDDqceTHRqzaWcEsfELVlB1uL47WNHFcIlI9tVZPy8biO9PR1OZCmEYJtUIOa5sTm+ePwOHqRtzJ6o81KTsWv7sjDT81tmHdnkpe89J//+pm1Lc4YdCr8Kf/fc8TJP4FEVscbtHrZ3N6cKqulekeTuNLGRcOrKbFHlvAsN1LQin8epFCgmyr2a1pvRAVpuYVEcyzmFA4KRP3vf4F3pwzFPXNzoCF96xtLqz5sIIXxL2/sh5yyPC7O9LQ5vIgMVoPpVwGS68w5CRGca61Qce3BgYSdT82tCE2UssREsEWngxGiAQbp3auyS4Y+E6/TzC1mAgEQudBxA6hw7Q6PViytSyguV6ojYFSIcei9/k1cNjiRqiacj9zGPpGafGzwX3x7NYyfH6iTjIb6pnNpVg7Iwf9erH7Yqmw4J0S3pP6PTf1xf7KOuworRE8FyhgYGIUchKiRAVJSXUjnr4jDTkJUZDLgO0L8hhrlUap4LVZALhCRa9Womj2UMH9AF9Lh14RlwRMyZlGjE3rhZnDk3hiL89iwrj0GF6RwlyLCeeb7DhrtbdnS2Xg2S1lvDkXV9Zj5Y5yPH/PALTaPThY3YBb+pkgRXSYWrDiMeBzdc1utjMCL9/iK6L41O034uk7ZKix+gKZ7S6PZNq/kLAzh/uqT7OFRLAtU4DAQiSYODWrzRkwDk2shhOBQLg2ELFD6BAdiWEAuBkuVpsTCzYdlqyeSy/abNfVyFQz4gxaxl2wcmoW7C4PPF7hZqP0eGqsdk7TTv+WDIBvAY0z6OClIOh6AoBD1Q146o4bAfhcLexgZLZ768WPjuFQdWO7tem4oKB796tqlJxplKw1JNQjrNXhRnFlHSMGioqr8O6vbsbzHx0TFCvAMc71zLeYsHRyJqxtLgxK8Ak3m8MjKt6KK+vx9IQ0OFxeFBVX4faMGNEWDvkWExxu6SrEbAvNvso6LN1WxnRbn5ObgoXthQ1fmZEDOcCMi077P8xcV379oWVTsjjvZQ5X47b03rgxLpJn8Tp61tqhdhPBxKnVtTgl5w4AdpcHZxvbSOwOgdBFELFDkMQ/u0Qpk+HQ6QbBfQM9Jde1OAO6atg43F5OPBAdADok2YhhydGirRVo2FldI1PNWDY5E4/dloqBfaJg0PusTK3tNWrE3CVsIeOf4k2LEraFSayP1v7KesgAPDctG3f8ZZ+oVcrn9gHe/dXN+LGhDVqVAuesbSg7a+VlMtW1OHnHs60fkVoV7syKhValwKEfLmLyuv2MOCucmI5Yg1ZQvNHYHB6oFHIUTszAk//3Hf76i5uwdGsZR/DkWUwovCsT5xvtkp+Ff30d/yBrWpg98k4J3v3VzZjd3hHeFK7BpAFxqG9xQiZDu0BqZMa5r7Ieqz+owB+mZaOpzYXGNhfCNQr8fmIGr6Al7Z6b9caXnLFItYMIJk7tVF1rwJT6A6fq8drekyR2h0DoIojYIYgilF2Sn2oWtDzQ1Lc6gfZCcP439WBjKWhSzGF48d6BiInUcixKT42/Ec9/dEw0aJnG312xdFs57hoQBzdF4aX/fc8sTBsKhogWu5MSJfR2dhCtVEBtcWU9Wp0e5LS7xESL9VXWY3azgxFq+RYz5uQlA+B2Qw/zi5MSsxblWUx4anwa/jVvGJweClE6X7PPe1/7QjJOSq9R4K61+5GfasZrP78Jq3YexaBEI+b41dNZ82EFZg1P8vXZqm7kuZposeYP/XnTbSIWjLXgln4mNNpcUMrlMIapsWQL113qP069WoH7hyXiyf/7lhGjYv23iivrsWJHOe4flshcn2DaQQQqOBipVaGouArrZuZA7tfPK99iwpy8FCzY5Bsvid0hELoGInYIgoi5q/adqIOXogS7kwM+l8D0178QjOHpSCxFnsUEl8eLJZtLsXyKz23FHsv+ynrkJBoln6b93RX7TtThd+PT8PxHFZxjSs40It6gFTxXoF5OQtYoKWqsbXhqfBrqW6SrKfu7fby4dM3p8WxbkMs5RkyY0W6tQYlG5thAcVJ5FhNqm3xj3HeiDjVNduw+dkGwGCEA/PzmZDyQ1w9alRzr9lT6uZp8Ys0/hkijlDOWqJhIDSOQDlc3QKWQ4W/7TgZ0eQrNOdjPrCPtIKQKDprD1ci9wQQZZLgzK5ap7K1RynG+yQ4ZLgV3B9NBnUAgXH2I2CEIIpVyK5YKzhYYQjE8UvEP7GNz22vL/PmT48iIN2Dp1jI8MzGdKbankMuwYKwF735djRd/NhATs+MQE6llLAnnrW2INeiYujFs5DLw4k6Kiqvw11mDmUahYrE7QkRqVZCxEpUCtUOgKKCx1SmYecRGzO3jD1ugBbIqsWvvSMVJ5VlMePauTMz8u8/do1f7ihtKYXd5cPx8Mw7+cFGwFg9brNHjLjtrxbqZOT6riF8cTuFdmXh97ynB92JfC6E5B+6/pcSmB4YzLUb8uZzKy8smZ/IKH9LkWkzM3EkHdQKhayBihyBIIJeTP/4dtAF+DI9Y/AO9uJ1taMP2hbn4tKKWsTj88uZkDEqIwrNb+G0RXvzZQMhkwAelNRwBk59qxpxcnyXhVyP7Ic9ihttDIUyjgM3Fd73ZnB6UnbWid7gGT9+RxrymlMs4QkaICK0SJdWX4jUCxW6UnGlERlwkDlY3dMgqBXAX8VyLCcWVF/DU+DTI8T32VdZ1uPYOLRrYcT7hGiUWTUjHrqPnGDfRqzMHIzqA9UOjlCO7jwF//uSE4Pb97bV4AODYWSvuH56E78814c3iKhRX1vMyrepbHFg7IwcLRdyl9FyE5hxIcNqcbqbOjn8MzeUWBrS7vKIimb7Ond1BnVRvJhDEIWKHIEggl5NBp8JHv81Hk92NZruL10Gbxt9sHx+lw4v3DsTJ2hZOUb2pr/qCZ3MtJuQkGpnzGPQqTnwNzf7KekzMjuMJHeCSq+3N2UPxl0+Ow+2lkJMQhYs2J5Ki9YLzGZ5iws9e+4L3+oKxFomu3iYcPWvFkGQjks2+80q1Q6DF4NoZOUHt5w+9iOdZTJiX1w8UKLzy6XEMTIzC7Nxk9IrQCM7N/3g2To9XNCts3cwcyCFDjbUNNdY2yetAFyaU4sxFG74704jlkzMx/fUv8NrPb8KLHx+XbEUhFh9GzyWq3ULGFkvRYWrRhq+5FhNKf7JiwVgLchKicLy2BdFhapjDfKKgI5mGbIJ5OOjMDuqkejOBIA0ROwRBzOFq0T5OuRYTPjt+AePSesMUpsb01/kigUbIbN9id2PmG18J7s92UejVCmiUCtEn5phIrWhtl/2V9WhxuHG/Xx2aBWMtginUbo+wm4YWJf6Bp7kWE+aPSYXd5UGt1Q5DmAq/vzMdbi8Fp9uL39+ZDpvTV2eHbofwyDsluCnJiNomO9M2YW5eCh4ebYFCLoNKIcf355oEF/d8ixnRYWoUzR4KiqLQK1yD5z+qwL7KS01RpYSZmLWoV7gGL39yXFBMyiHDssmZ8FAUFr5TIirOVkzJwul6G8K10rcTjVKOfe2B4hsKhjJWGdF6SQLuL/a12FAwBH2NOtyW3hv3DUtkPmdaPFGgBC1+MsjwRvEpzjlHpprx+4npQVVLFiLQw0FitLDL7GrQ0XIQBML1CBE7BEEMejVWTsnC77eUiloepg3q06F+WTTBZGXp1QoUFQxBjVW8WFsgt43LS/EWUbZFhb0QhmmFKw7TomTbglycrrdxspDmvfUNchKj8OTtN2L6618ylgW3l0KkNgx/+aSC1+dqTm4ySn+yMj2y+kTpsL+yDmPTeqO22Y5kM7+yMB3gO+uNrxgRVDR7KC+NX8xaRPfX8rcW5VpMUCvl2C/gRqLT0dtcbjjcXo448+9uXtfiwMHqBozPiJUUyLTY2neiDosmpEEp913zjgSB51pMKMi9dC3e+80tKJyUgcWspqvssc4fbYGHoiCXydA7UoMPSmvwdRU/rujzE3UoCFAY8Erq8fQOYHW7EoJtaUEgXM8QsUMQxahXYdKAeN7i9sg7JRiSZGTSb4Ptl0UTTFbWkonpeHVPJWZLpJcHis0w6lW8RY29ED5zZwZ+qG+FRimHVqkQtYrkJEYxfa382V9Zj2cmyJlGoTR0LZvFd2ag0eYrOnfgVD2Tgsze55YbzLjQ4oSHAr6uuohhKdGca36+yY7Sn6y8TCZ/2HNbPCEdLQ43wtQKROpUWL69nHM8HSfV0OqULHA4dVAfpvWE/xxpJmbHoaS9Ts8rM3LgpShBsbZg0yWxdbrehhO1zXhuWhbC1NK3oTCNEutnDeZ8/+i5WNvcsLa5BT9nOnPt7QeGQymX4ceLNtyaFoOXdwnHFQXiSuvxdBbBtrQgEK5niNghiGLQqzGqfy/mBk4//b/xS19dmrpW3yIeqA4JwA2ejNKpkG8xCRYYzLeY0CtCA4NOhWc2l2GgRHp5bZNd4jxmQdcU24LRbHcxdWBiI7VYMMYCABxLxy39TFDKZXB7KCwYaxFs5dDm8vBcYzclGpERb8Da3ccxL68fLx6ILTAWby5jXs9tr4nT2OorohelV6NXhAZ2pwfZs6NQ+lMj4iK1iA4TXjzpRX58ZgxsTg+KK+ugV8txW3oMZg1P4ojWqa/uxxu/HCJZS2j59nI8c2eaeLxOqhnfsmrasK0/gC+26/j5Zp5Y06sUyO5jwJvFVZjtFyTNtiwVFVdBq1Rg/tuHmX3WzsiBw+2FUa+CzemB2yudKSYDYArX4JVtJ/DQyBtE9ys50yhqmcpPNQd00wXzO+gMgmlpQSBc7xCx04O5GtkZ9A28vtUJCsCyrWW8WAc6CFLs3P7Bk3q1ot2NI+MEkfpcFCm4/29f4qV7BwKQds3EGnSYl98PADiCJ99ixlN33AibX0NO8UBYE/q0x1NMzI7Dg3n9EBelxaodR4Nq5RCmUWLRhLR2K8OloOu/fHocM4cnCS7G0hWUv8fv7kjDx0fP4Yni75CTGIU5uSlY9N4RrJs5GK/uPoHqBvGA4VyLCR+Xn8e63ZXItZgwLy8FMsiwofgUN4bFYoZRr8Yt/UziBQ5P1KHR5sLyyZlYuq2cZ7FZMTkTE9cWM6/5W382FAzBM5vLGLcdPT4PRaGoff5DUqKxoWAIrz5PrsWEDQVDYNAp8cI92RiUYMTKHeW8fZZOyuTV8GHTK0KDb6ouYm5uCkwiIhHwfdd2LMxD4dYynuu2YEQyU/NJKuBXqh5PZ3E5rmQC4XqDiJ0eytXMzqBv3gveKeFZUQIFQVptTjz93yMcUUO7hJZMTMdvx6XC5aFgc7o5Lgp2wTm5TIaHRt6AxRPS4fJ4oVbK8GHZeTz13+/w4s8GYkJ2HGaz3D61TQ40tDphDldzLC7igbD18AIYlhINl4fCwL5ROHy6AbNzUzBjeBLHygBU8erFfHumEckmPR78x0HegutoD1b2R7qCsq9xZkl1AyOugCo8f88ArN19Avsr65keXIB0Nhe9bWhyNAYlGvH0hDTYnV7IZMDx8834RdFXWDdzsOA4aBpsLmzYdwrLJmeizelh0vKLK+tQ3+qQbNtBx1U5PV6mQrJCJkO4VsmMjaKA9X7d5umxyyHD7yemw+OlsHxHueA+K3eUY8nEdDzDspDR3JbeG2qFHDtKzzLtPKTclc12F+bm+mJ92MKV/l463N0v4LcrXWgEQqhAxE4PpDOyMy43CPJck10wBdjm9HCe+P3jYcrOWkWf9pdOykRRsU90vFF8StS9snhCGlZNzULh1nLsO1EXVCDswndKMGVgPK8DOm3VWfTeEaa7OeDLCPuk4jx2HT0nWFV6f2U91Eo5z90WTE0c/8J/iyakCQbh0vE9CdE6fFx+nmd5ouc2762DyEmIQpxBixqrHc9sLoNerUC4JnAW1SfHLmDmzck4XN3AuJpyEowwhWmYYo9CPbbo2KJkUxg2fXmauT7rZ10SWFL1efZV1oECkNXXwHH3cfepxzMTM3jp5nQ/tEWsYn+BUv4bWn3xLbNEsgW7a8BvV7nQCIRQgYidHkhnZGdcThCk1ebEjwEyXBxuL47WNPGetqWe9lfuPMrrSeXPvhN1mD3CjoXvlODtB4Zj9ohk6AMEwoZrlNi5MA/P+rkx6PfVKOV4o2CoYFPQObkpULIqELJjUBpanVgxJQtLWOcNFFxNb6f7RgFAi51rQfF3Ga2fNVj0etDiqnekBp8dr0WepRc2FAyBSiGHXAbJGCo6i0qvVqCkuoGT3v3sVn6xR9oalZMYxcTBfFvdwNmPPf9Awu9sY1vAfX6ob8XAxCj8ZvQN0KjkiNKpYQ5Xt4vtS+/rLxLDNEq0OnxWxXe/rkZaXCQy4iIl30vsu97VBf26woVGIIQKROz0QDojOyPYIEj2TV+nVgi2RWALgTC1EkOTojEuPQYyHGNcTpJP+yfq8JtRN6CxTXoeTo8vZfpiqxPz3jrIiRsRQq9RwO72inZmz4g34I8fH+NtpwXMk7ffCMAXQ1E0eyia2zuqNzs8aHG0YurAS5ltvSI0ogLDvyaOXq3wWWCCqGMjtS3fYsLnxy8gPS6SI9ikYqgK78rE1Ff3AwA8XopjbZJqkLpkYjp6R2qx6avTKJyUwZyDhl1pOpDwCzQ3AFAr5Ez2FV0ZGYCg2GaLxPWzBmP+24cxMtWM5VOysHJHecDiiP4Bv6SgH4HQ/elSsfP555/jxRdfxKFDh1BTU4PNmzdj6tSpAACXy4UlS5bggw8+wKlTp2AwGDBu3DisWbMG8fHxzDlGjx6NvXv3cs5733334d13372WU+lWXEl2htgTqlSRwfz2IEihm/5z07I47gWxIOFb03ph5ZQsnL5og06lQIBWTFDIZaLVkGkSjXqfNaJ9YZVq5ZCfakbpj1ZESTwZB3KDLZmowGO3pWL0jb3x/EfHeG6SZydl4oWPKvDpsQuswnfcej9CFZQ9XgqFEzMAihIsiAj4LDDnm+yCY8tt31aQm4Kyn6zYUMwVKf4xVLXNDiZWpaquFTanB/mpZnxx6tIxg1lNRYWuxe/vzEBTmxOzhicx52DDdicF02KD/rf/Pnq1AksmpsOgU2H9rMGMK62+1RnwOwQASSY9Pn18FMzhalxsdWLm8CScb7KLjsc/4JcU9CMQQoMuFTutra0YOHAg5syZg3vuuYezzWaz4fDhwygsLMTAgQPR0NCARx99FJMnT8bBg9z4jgcffBArVqxg/tbpru+nqcvNzpB6Qg1TK/DwGAuvhkquxYSHx1jgdHux9/gFzB6RjBnDEplF50+7jrc/ZVPYV1kvahH49NgF2N1lyEk0YnCiEVSAlarF4ca+yjpJ68iRH61YMjEdq3ZW4JUZOdj01WmmGSYnqyjVjIdHWzD3rW8Yi4AQgVwpVXWt6BWuwUt+Qod+vxU7yrFscibm5fVDY5sLSpkMc3JT8NT4NDS0OhEdrobT7cWFFgfWzRyMw9UNOHrWii9O+VpjOFxuzM5NAQV+Ztqc9oyrXIsJJdWNjOUMAPoYdahpbMNT/z2C5+8ZIGgxY8dQzX/7UgPVDQVDkG8x86wzSrl007C6Vgd+ueFrbJw9FL0MwnE9tDtpYnYspg7qg+XbyznfvXyLGQW5yYzw84+18RWeHIpX95zgBCfnWkyYltMHLQ5XQIHb1y+L8LkPKpDV14ClkzKxckc557slFPBLCvoRCKFBl4qdCRMmYMKECYLbDAYDdu3axXlt7dq1GDZsGKqrq5GYmMi8rtfrERsb26lj7Shd6cO/nOyMQE+oK6dkYe7GbwQr6C7YdBj/eegW7DhylieE1twzAAvfKcHGOUPxFAUo5XJkxEViXl4/HK5uwLtfV+P+YYlM0GtitB7nm+y42OII+LRfVFyFLfNzeVk6bOvIP+YOw9oZOXB7KSy+Mx3NbS48Nf5GLJogR5vTA7fXi3CNEvf/7UvYnB7JxTEqiE7lMZFaUTfY/sp6tNo9eMAva8scrsZ/fz2CV606z2JC4aRMzHrjS4xK7QUAokHJdMG+h0b1w9J2CxLgs0adutCKKL0KRbOHoq7FITkHtqCjax49fnt/1DTaOWM2hklfC3O4Bq//4iYkmvRYKhHX8111I+INWqzaWYG5eSmYPSIZgC/wO0ytwMS1xcz7+s/9xpgILN1WxrN07a+sx7Jt5Vg1JUsyIHnllCzOb8GgV2P5lCwseu8IXt97yjeednHc16hDbKSW99shBf0IhNAgpGJ2rFYrZDIZoqKiOK+//fbb+Ne//oWYmBhMmDABS5cuRUREhOh5HA4HHI5LN/2mpqarOs7u4MPvaHZGoCfUVqdbtILugrEW0aBeAPjFLUlQKeRYseMob8F5+4Gb8fxHFbyMqz9MzUKiKYxzHnobLWRsTg+q6luRk2gUrPJsc3pQ2+xgLBXvPjgcxSfrkZMQBZVCDqVChgMn65Hdx3CpDQPbveJnIYmJ1EoWMQR8cUJS1Lc6eLV67h+WiEI/oQP43FsrdpTj/mGJkMkAnUoRMCjZ5aGw5qMKzPTrCQb4xNOSiRmS49O2V0umKyx/WFaDQX2NMIapOC40t4eSFKMOlwelP1nxjy9+EP1eFE5MR7I5HAvfOczrTq9RynGhxc5pncGee57FhEfH9Rftjbav/Tu7oWAIvv7hIoYmc6tS1zY7YNTzBRv9u2m0udDqdKPV6UGUToXeEZrLqgZOCvoRCN2DkBE7drsdixYtwsyZMxEZeSlbYtasWUhJSUFsbCzKysqwePFifPfddzyrEJvVq1dj+fLlnTLO7uTD70h2RqAnVKlaKoFiWZ6+Iw2r/IQOvW3ljnIMSjQyzSzp1wu3lOO5aVn4w9QstDo9aLG70dKeNbPovSOcAOfBiUZeyjMNHdg6Nq0XYiK1TDYRTa7FhMkD4pmidHS2Dm0hYRexYwJ5BZqCFuQm4+2vTuOx2/pLXkcAeHM/t1ZPoPiXh0dbcOpCCwYmRPEEBi1OaGhhJuQqLK6sR2ObSzTuJ89iQkK0DhsKhjAVlgcnRmFCZhxe/uR7xoVWUt0IiqIEXYK0GLXaXAG/F4UTM/DzDV/hhZ8NwJvFVRz3Wq7FhN/emoo/TM3Cki1c602exYRn78rEqQutguem+aHehvlvH2Z6gy1sF5j5qWa8IFF/ptXpwZKtZUE9rJCCfgRCaBASYsflcuH++++H1+vF+vXrOdsefPBB5t9ZWVlITU3FkCFDcPjwYQweLFwsbfHixXj88ceZv5uampCQkHBVxhqqPvxAT6gGnQqr785G7wgNL/YiEDIZRF07xZX1zKLJZl9lHY7XtuCtAz/guWnZaGpzYd5bByX7OPlbTPItZl/qs8WMwokZotYnoaJ0WfEGXswGHchbODEdT9x2I85a23iWpHHpMQGzrPybWwaKf1Ep5OgVoUX5T1YsZLW0AADKL2jZV/9GXGTYnR7BuJ/cdkHw08U2Ts2j4sp6rNxxFAMTozgi8NDpi9hVcV7Qqrbpq9PIiDcETOG2trlw/7BEFBVXCbqi5DIZJg+Iw6BEI+b4vceaDyswf7RF8vy00C2urIcMMrz9wHBcbHWittkBvVq48WtHH1auRUG/7pDWTiCEOt1e7LhcLkyfPh1VVVXYvXs3x6ojxODBg6FSqXDixAlRsaPRaKDRdE4X4lD14Qd6QtWrFfjgSA0vNblo9lBBdwAbu1PataNXK/HWnGFwe72QyWSwuzzQqhQw6lU4eLoBz2wuxXN3ZyPPYsKgRKNkyjNtMcm3mLFiaibOWX0ZSlX1NlHBta+yHovvzGCCe1+ZkQOtSoF9leLdwOMMOk4gL82qnRXY9nAulu84yrP+sLOs2LExgeJfwjQKvL63ErNuTobD7cXE7DhGYMQaNBzxolHKJQOpbS4PnvzPd4KxV4+8U8K06WBzqLoBv7sjDaP790KYWomVO8qZCs5CrTcK2ucpFewNABE6VRC1kpLx1HulgtsfHdc/qCwuoL0qdW4yI+SGJUcLCobLeVjpzIJ+3cElTiD0BLq12KGFzokTJ7Bnzx6YTKaAx5SXl8PlciEuLu4ajJBPqPrwpZ5Qn5uWjaXbynmVkPdX1kMhk+GleweKWn2GJBkRFUAMOdy+Zo7+IibfYmasNU63F2vuHoDqi7aALrNb+pnQJ0qL5z86hg/LzgPgVuwVotHmxO/vzECLww2P1wuXh4JercC6mTkoKuYv6HexXF9sbE4PGmxOLLsrAz/U2wTjiABu3RgZJeNV/2VfA7lMhkfG9cf9f/sSgE/QxURqAQDNbdwiedFharRJuBw1Sn6Hdv/tbGhL2gsfVWBfZT02FAxhRCP7fd1eCnEGLZRyOU5fbMW6mYNBURTGpvXiuCjZ8wpk0QKkM+BqrHbh7DqW4BI7l9hDx+U+rHRGQT9/KxNbeFfUNKHV4RaNJSIQCFy6VOy0tLSgsvLSTbeqqgrffvstoqOjER8fj5/97Gc4fPgwduzYAY/Hg3PnzgEAoqOjoVarcfLkSbz99tu48847YTabcfToUTzxxBPIyclBbm5ul8wplH34Yk+o9a1OfFJRK3jMwdMNsDk9olaf5Gg9dGqF6DXJs5jQx6jDsm38vkf7KuvgBYW5eSloanNhUKIRtc3CtWRoLjQ7kGIOw5n6Nkbo6NUK9I6QtuRRAO58ZR/z99sPDMevRvbDmwIuln2V9Vi18yh+NbKfYBp3s8ODE7UX8WFpjXAwc6oZvSI0WD9rMBKidVArZZg/5gZ4wU/rnz/GAgoUZJBhbl4KT3ixCyXKZDK0tC+Aq6dlYeXOCp4Yq21yBF3MEOAXD2QLBlo00YJIrLYQAI7gybWYsHRyJjyUF70jpT8XqWKCERolHvjHQU6X9TiDDnu+57fM8D+X2ENHd3pYYVuZxNy3xMpDIARHl4qdgwcPYsyYMczfdBxNQUEBli1bhm3btgEABg0axDluz549GD16NNRqNT799FP85S9/QUtLCxISEjBx4kQsXboUCoWwT76zCfWmfEJPqKfqxANB5+aloHBLqWBVYYVMxsQ4PDctG4veP8IroDc7NwV1zQ5BVwR9nrm5KcwiE6VXY8FYC8+tRAcnm8I0sDndiApTYUPBELg8FJJMemgU/P5UNHkWE6dgHgB8caoe49JiJKs4//bWVN72fIuZGY9YB+0lE9Mxbf0B2JweLBhrwbi0GMx766Cga2neW9/gv78egfv+dgA5iVFMfy46XV+vVmDbglws28btBp6fakZRwVDMfesbVgyTCTclRyEuymcV8u8Uv/BWC744Vc+piROpVXLOKyQ+pKopr9hRjoVjLXjstv6wOTxMkPmPF23oY9ThWE2zpFVLrFDiyFQzEk16vPHLIUwlbTpeaMbwJN7+bCEn9dAR7MPKtYijYVuZxK4xKV5IIARHl4qd0aNHSxaPC1RYLiEhgVc9uTvQ05ryST3tSsVcsGMcnB6vYKCpWJyIP/Qio1bIBTOq6KKB+09ewJgbe2P1hxWcxXxsWi8smZSJFX41efwL19EUFVdhZHttGzE8Xu73c2xaLxROzEBVvQ0Z90ai1enBvLwULJmYDmubG3q1AjLI4GKlpxcVVyHPYpZ0LTW1uZgig+8dOoOi2UNR9pMVgC8ba/m2cr716UQdNAoZti7Ihd3lgd3pRbhWCZebghwyXqf4+hYHekdo8E3VRby865KA82+xIVSHKFDW1WPj+uPPu47jt+P6Y87Gb5CTGAUASDTpkWcxI8kUBsjAi3FaMNYCY5ia9360a3XZtnJBi6PD7eV1pqfjpQI9dATzsHKt4mjYv7tgf2cEAkGYbh2zE8r0pKZ8Uk+7gaBjHKxtrqDjRPzpa/RVubXanFi8mV+PZn9lPWQAnr4jDYAMf/iggrcP7UaZm+uzntAp23q1ArPe+Eow9karkh5XmEbJWEH0KgWiwtS8xpj5FjMeHnMD5r7lKySoVytQODEd/3noFlQ32KBRKqBSyEQDoYuKq9DqdGPeWweRazFh8YQ0tNjd2NnelZ0dQ8NGr1bg/uFJWLGNm1FGd4N//D/foq7Fybz+6LhUFG7hF+jzR6hIX6DK0k12F347rj9aHG78/ZdDYNCpUFHTBFO7NUQhl+HOrFjMHpHMEcJzNn6Dm/tFM58ZACQY9YiJ1Ei6Vosr67FkYgZuT++NSJ0KdrcXTW1uvD9/BIx6NRPvBAhbaKQeVq5laQn27y7QNe6uiQ8EQneBiB1CQKSedvsapZ9kafeTlHWITg8XcmWMTDUjtn1xksqUKa6sxzNyGTx+7SzY7D52AbOGJzFNQen/S9UQksr28VIUk92zYKwFJdUNknFHRcVVTMDzYlaa+4v3ZKOoYCjW7jnBs1jRRfGAS+nYa1nd4MUWQTG3x74TdaCoChTNHspUjdarFbg1vbegy87fksPuGv7waAsoAMYw6cU9PkqHFz46hox4A3ISomBtc6GvUYdmuxsNrU7YPV7O9WBDf2Zv7q/CqqnZjLXX2u66EhOJTrcH5gitpAUmkIXmamVrXS7s312gB4LumvhAIHQXiNghBIXY0y4AQauPXq1A4aQMeCkK351pQLSe30iUXqhG3GDCyNRe+M2YG3DgZD0Tf0O7K+pbnThV1wq3V9qt+UO9DbIACT4Otxd6tQLRYWpsKBgClUKOTQ8O57wvzffnmrFwbCoAfk2ahWNSse/EpaDbW/qZJF05c3NTRAOef7Lase27s4IWKzlkuCnZyLzm9nLFnNgiKOX2KK6sx2/sbsbVMzcvBbVN3DYS9GczONGIvBvMWDDGgv2sa/RtdQPuvakvfqizgfJSEnE3JpSeaRSt6PzspEyca5QOOo/UqjAnNwW/2PAVpuT0wYh+Jhj0KsmaS/cM7uOzsolYYF68d+BlWWiudWkJdkVnsUa83T3xgUDoDhCxQwga2jVHm/5P1bUisr3Y4LJt5djV7lbQqxUomj0Ur+6uxModR/HKjBz85dMTKBiRzDQSFVuo8lPN2L4wDzL4FvLnPqhASq9w5CREoVeAjKoEow4qhfQTsF7lSyf/0/++57h38vyKEuZaTDCHa6CUA5MGxHMCh8832SGXAbdnxCIr3oCYSC2a7G7J93V6vMizmAWtJ9l9DOKB0O31YWhsDq4VSqyXVyC3h7XNxVRbzkmIgoylEqU+mx0L81DX4kCEVoWvTtVj2fajANDewZ3iCLl8ixkrpmRi25Gz2CIg5oor67Fy51E8Nf5GybE2O9xY+E4JZ0wLxlqwZGK6aGD0s1vLMTAhStDV9fmJOjS0Xp6Fpiuytejf3fMhnPhAIHQ1ROwQOsSPF21Y/P4RXjfo56ZlY/Gd6Whqc8GoV2PJljLsq6zDgrEWZkH68tRFTj2YP/3ve0E3y/Jt5Xjx3oH4/eZS3D8skbPASbmVapsdON9kF+9ybTHBCwpvFlfx4lz8q+yWnGnEw5sO46FR/dArnCuyzlrtWLWzAoMTo7Bicha2l55Fdp8oyevW16iDoz37iudyCdBPiy1clAqu6Uqs0aUhiKal9Hl9NXI0TCVmKRdY4VZfZ/p1uys5Vatp19b80RaolXI43V4cOFWP47UtyIo3cIKe/c/521tTJT4zMyiK4o2pqLgK/37oZk7Va//z0k1FhQgkTsUsNF1ZWqKnJT4QCNcSInYIQfNjA1/oAL4n4Wc2l2LtjBz06xWOk7UtjEuD7U5hZxyJBdbS52todSItLpK3wIl1sJ6TmwKFTIZVOytE9ym8KxPNdpdEJWVulV3A1zaC/Teb4sp6ODxeZMYb0M+sl6xfU3G2CUNTogUzycZnxgien4btqjp1oYXjzvCPoVEqZAjTKKFSyEXdHnQaNm3ZiTNo8edPjjOVmANlV831K+RHu8Po/95+YDhmvfEVADAB3FJcaHGI9tkqvCsDNY12jO7fizMmm9ODHxvaJM8r9b6RWulbn5CFhrZoPnJrKn4z+gaOW4+uiWRzemDQS576iuhJiQ8EwrWEiB1CUPx40YbTF8VbLrBN/+y4BrEFJ3AGj5u36LIX9rm5KYjUqtBkd3FS2P33YWf3WG1OUJAO6vEfV8AsmDYXkk1hWLXjKAonZWK5X2o7LcTKz1rx7Bbh3lylP1qDKvSXazGhV4QWKyZn4tlt5RzB8111A/ItZrQ6PJj95jcAgE0P3gyKoni1jebkpuDdr07j9owYJm7py1MXMaBvFB4b15+XUi91jfz7fAGXgocBn5vtln7Slc8NWhWnOCDbXfhhWQ1u6efrhl40eyinppI6gMtSzLo1MtUMY5i4hSY/1QwPReHkhRamfo5QMHO+xYzN80egptGOg9UNmLvxGwxJMpKaNwRCN4SInR5GZxQ7s9qcWPz+EcFibWxo0z87rkEsgDZQdkmkVom6FofkPl6K4sSa0Oe0OT0oKq7iZOkMTjTCGKaG3SWeeSU0rkDj1GkUOF3fik+OXcC9QxOZxph0+wSn24sLLQ7cmhYDl4fCoepGXvbXqp0V2LEwD0t5aesmLJ+SBZvTjbwbzFAp5ThV24yYSDWemZCG1ls98FJgUuT3fF+L1/eeYs7/wFvf4D8P3YIaqx2NbS5Oo86Zw5OYbKz/e+hmJh7mz5+c4NXWCXSN/AUhe3tRcRVuz4gR7bSeb/Fl9P39l0NgbXNBJpPhaE0Tjp61YubwJKzaWcGxrrFdZ2LxSvR+EVqlYI2e5+8ZgJhILZ6/ZwA+O36B0+bkvLUNsQYdpr66nwmSX313Nha9X8qzku2rrMOKHUcZtx5Aat4QCN0VInZ6EJ1V7KyuxYl9lfWYLdCdnA1t+mfHNYgtSCVnGsUXwFQzGttcvCfzQB3Py85aOc08hQJsl0/OFO3XlCfQLkFqnHkWE2qbHMxir5TLArZP8O/MDvjEWaPNiQdH9sOiO9PR6nAjQquCRiHHqp1HOWPNTzVjYKIRrQ43jp9vRrxBh+mvf8MbG+D73Oxur69flsvDdEQHwBmDMUyN1/aeZIRadJhaNLtKqKUEW9zQnebZc5u78Ru8UTAUMnzPaymydHImVmwvxyfsOVrMeGL8jXjgLV8BQvb52K4z2q0pA3jWq3l5Kdh34gIeG9cfC8dQiNQpEaZWIkqvYoQIBfDanORbTJiTd+l7/vmJOpyut4kGMwtZtkjNGwKh+0HETg+hM4ud0W4pqSfpfFZwJl0fZOnWMijlMiyakIbaJgdkMhnjhvi+pgnPTcvGki1lvOyS+WMsWLDpMIpmD+UsulJtCQBgaHI05uSmYGK2XTTAdunWMjxzZzocbi9PiCybnIk1H1Rwjjl61orCSZlYuYNbpTjPYsKzd2Vi5t+/xPP3DOBcn5wgO7Oz0amVeHnXccayI1q350Qdlm8vR06iEd9VN2LxnWmYkBWDG3pH8AKfT9U242xjG3pH8hu0ssWW20NxUsNpseafXeXfuZ1+je1mWz4lE3/YeZQz5roWJ2b+/UsUTkzHb8elorbZwQik5z44yhOedG2ix2/rj96RWl51a7oqc05CFBQyGVZOyYLLQ+FMgw0AcOxcE3pHaKBRGlHb7IBWpUDxyTp8X9OE5VOyYNCzfi+V/taaenj9PqPGNmnx4m/ZIjVvCITuBxE7PYTOLHZGu6XEAoTzLWasnpbNOX98lA5L78rE4vePcNKq81PN+OCRfBjbn7D9s0uUchkmvLKPsQi88+DNWLbdFwcTTODswndKsOkBiSydynp4KGBidhwnPqS2yYGzDXZk9Y3CzJuToVTIYNSr4PZQqG2yY9XULLQ4PGh1uKHXKFDb5MDMv3+JuhYnI3Lo66NTKYIK8GVfk2+rGzgurGDmum53JfBBBf4wLRuLN5dy9r81rReWTMrAki383lz+KfYUxe04z457+s1oC1QKOXRqOUp/tHIsQvntQd9Vda3YUDAEJWca8cqnx7H4znQ4PRTn+3hTohG9IrX4ZdHXzPEbCoYIWtjoOT42rj9nfzbWNhfmvXWQqQeUe4MJBp0KHq8Xt6XHYoWfOKWF2tKtZXjp3oGSvxf/zyiQK5O9XSoj61r00yIQCMIQsdND6MxiZ2y3lH/wr0GnQpJJj75GbgqKL86H3yCUTl9e1y6a/LNLSqobmMWtrsWJnxraGPdKuEb66xquUWLtjJyA16K22Y6zVjtiIrWQyXzCLEyjwN8+PyW4+NLWmnW7K7GhYAju+9uXnO2XRGAVHnmnBK/9/CbJ92dbAvItJhROysDUV/eL7iN1jn2V9TjT0MbULvrVyH7Is5jhpSi0OjxYdEc6dn9/nonl8RUqBP79q1tQ9lMjbu5ngs3l4VmQ6My5dbsrsX1hLu57/UvMzUvBvx+6GT82tKGvUYeyH5sw8+9fMk1JcxKiMGlAHOQyIM9ixuwRyVAr5VDIZNAJtOUINMfaZodkdWsht6aYRYz+OyfRiLoWJ6xtTt75hK4v0F7hO0BmGyBd8+Za9dMiEAjCELHTQ+jMYmf+7SLohSU/1WfR8Rc6gG+hEor5AHyCp7bZEVTRtoPVDUy69vaFuZLjjNSpcN/fvkTR7KGS+5nCNIzLR6OUw+Xx4quqi1h0Rzpcbi9HoPm7boRcebQlpHBiBp66PQ1yaUMAEqJ12FDg6xH12fELqKpr5S3qHbEmWNtc0Kt9xRLfLK7iWNJyLSYsGGPBgD5ReHjTYdicHl/8VbMdH5TWYHBSNC62Si/8DTYXbE4PSqobAIBxdT06zoL/PHQLnt1axo2NspixZFI6zlkdOFzdgOw+BlDt16kjcxTLpqIFhpBbMxiLWGObEw6XtNDSKOUcq9Ho/r0w3y/dfGSqGSumZKGpzYlpg/qI1ry5lv20CASCMETs9BA6u9hZRwuaBYpzoNOT/U374VolbkvvzVRjZrvOapscksHCOpWccctI7VfX4uDUzlk/azBe3nUCr+89hbl5KZidmwJVu0Xii1P1HNdNUXEVigqGQqdSIC0ukhFNUXoVIjRKfHGqDuPSYiUDfD8uP89YiYqKq/Dur25m6tHQcTV0sLVYphE7aFejlDMBu/5zpo+fmB3HiUNxtIu6VTuO4ukJaeIfFHwxPULxOrf068VrfApws5RKqhswoE8UHG4P75oEk03lb1EZl9Ybj4xLRV2LE3qVAoMTjchJNDICJBiLmMPlK3go9d5lZ63iFb4X5MHt9UImk8FLUUgyhUmKlWvZT4tAIAhDxE4PQapZ59UqJ+/vcrLanDhZ2yIYgxCmVkieS69W+Ez7/+UGiY5MNWPV1CwAwK6K2ktWk0kZSDTpsGpqNpZsKRUMFv5fxTksGGMBAKZAnn+8yuz24oNs2Cnr9MJGu0jYbjUAGJwYhT5RWixrj0fyXwgLJ2bA7nZjwVgLIINfXRZfps+CTT7B4PZSeGVGDl786BjPmjQvLwUD+kQJZhqxRUd+qpkpEBjIosHu9q1XKZhqzkq5TLy3VaoZydF6PDauPy60OLBu5mAcrm6AXi2HXAbRukucuCIAw1KisfSuDCzdfqkOUVFxFTYUDIEcMl5G1JPj09DQ6sJvb03F03ekweXxQquSQaNUonCreBxSIGtRlE6FA6fqxePPUs3tAc9erNheLhggvnRbGQax0s0DuaM6y8VMYoAIhOAhYqcHcS3LyQeKQQhT82uc0ORaTIjQKHlCB/A96f5+iy+IdNEEN5rbb+RhGiVa7G40251YPS0brU4PmuxuRGiVONvYhpl/99WMeXXmYKiVctHCgnTxQTbSrql0PDspA9Y23/UMUyvg8HixfFu5YDzSix8fw7OTMqBQyPHU+BvxuzvS0GBzwu2hcM7aBhmrqOENvcIEz0OPY+qgPlg1NQt2lxfNDjecbi/H0pRrMeHJ22/EK58eR0ZcpOTnxbZ4jE3rhagwNeMeFMu+olP1n9t5lJManmsxYdWULJyutwX1nvsr6/HwaAscbg8vMPzrHy7ipmQjfj36BngoCm4PhRSTHiv9Uu7p9/QXOuzrNTcvRdJalGcxoY9Rx1iBhL4jidF6JJvD2quACwu54sp6puIzENgd1RkuZhIDRCB0DCJ2ehjXopx8MDEIUXqVeMfwsamwu72SMT1NbS6kxkQA8N3Yn/zPd4I39vNNdo5L6uFNh/GPucM4Vhp//J/+6ad8uUzGeY8R/aKRZzHD6aEgl8nQaHNiZ2k9hiQaBRdCvVqB+4Yl4pnNpYJxP6t2ViAnMQpz81Lw3ZlGuDyUpGXkqfFpaHN5sOf7WmTEGmDQqzAhMxYjU3vB5nTj4OkGzHvrG6y5ZwD0KmlLGj3nXIsJj47rz6kB5J995aEouNxeWHqFY/mOcl7Q9v7Kejy7rTxgA0/2dXZTFAre9I114/4q3vXJ6mNgxvBm8SlBAVhjtQu6JuntdDaeUO2d/HaL4cXWS9apouIq3nfk08dHAQhsjfF3l0m5o662i5nEABEIHYeInRClK03YdAwCHcDpX9+lvtWJfr3CkRSt53UMr212IDlajzON0n2N2DE9Ujf2wkkZgseKuWXYhQPZ45fJgEUT0vDUeAo1Vjv0SgX6GHU409CGxjYXtCoFSn9qRKJRhxiDFn/9+WBolNy6NYHqANExMw+PtmDywHj8eFHaMtJkd+EfB37ArWm9MXvjpcKBY9N64dFx/TE40YiMuEgoZDL0NeokM4ZqmxzI7BPJZCNJZV9tKBiCeW8dxM6FeaKp4QEbeKaaER2mZlo8eD2Ur6/UOyX4769vwWyrnWdxszk9ku64YOrd2Jwe/Pvrajx/zwCfRczugk6twOHqRkz4yz7GJSlU4JEtPAJZY4TcZWLuqKvtYiYxQARCxyFiJwTpahN2k90lWc14Wk4fAEBclA53ZsVy3GpDkoww6NW4aJPOANK3x/wEurGrFXLmqZke09tfnUZBbjK8oHitAlZNzcLKHUclx/9Q/g2IidJi6bZLwbd6tQIbCoZg/Z5K/O69Us7+9KIZbANNpUKO81Y7zBEaXmAyu+CfQibD/cMSoWTFGOnVCswcnsSrzjwuvTeW3pXZ7hbjVileMCYV5gg1Vn9Qgd3HLmD9rMGS1562WrRKpH0DARp4tqfT25we5FlMuHdwX2x7eATCNL4g9DUfHhO0dMgkWpcFisfpa9Tho9/mI86gZRZ7q82JBe+U8L5D/gLUX3hIWWOEqkgD0u6oq+li7swyEwRCT4WInRCjO5iwI7UqSSvGsm3lWNc+DjG3WqCYnjC176sZ6MZubXMyT80DEqKYMX156iInHiNKp8INvcMRE6nFS/cORKPNhSVbSvltLKob0StCjeV+walz81Kwbk+lpNUm2No4kTolZDolVu44ygs+ZoRTYhS+OFWPkuoGPHn7JXeR2HX/pKIWXorCnLxk/HZcKrwUBZ1aAYry9cz65xencf+wRMwanoTekRrJcWqUcuRZTDDopG8PkVoVHpRo4EmLtuLKehRuLeN8N8UsHX0kxHqgejf/O3oe49J6c75vdS1OHDrdwARj+wvL39+ZLpg2LmaNyWsPcvev6hyMO+pquZg7s8wEgdBTIWInxOgOJmxzuBoj+plErRj7ghhHlF6F5ZOzsGxbGS+zatnkLETpfTfsQDf2MI2KeWqusdqZMQnF7Hz6+CjERPoWHbrflz9z81Jw0ebiiYlgrDbaIOJmRqaaEalV4en/fieaJr5kYjrTJsHm9GDRhEvmDqlx7D52AbOGJ+Fnr32BDQVDMP11bvFDduE9aZeXHc9Ny4ZBp5LsDB6hVSInMYpnGaPjk9j4fzfFLB2NNpeoCD561oqVU7Lwez+Rys5Qm5Qdh5LqBsa12+JwSfZTc3u8yIg3CF5PoTFqVXIs21bOydC7mhmPwdDZZSYIhJ4IETshRncwYRv0aqgDuBSCGceaDyowKNGIOX4ZU2s+rMAf7x0Iq83pS4sWWZjZN3aDXo1Tda1Bj0msgm5OQhQTL8QmkNUmQqtEs90tWV/nfJMdK6Zkoa29sJ8Q/m0S9GoF5DIZimYPhVIugylcjQVjLbz+Vv7jlBpvUXEVti/Iw1IBoblqajbC1Ar0ak9TF7PArJiShZ+9dgD3D0vEvLx+UCpkMIdp4HB70NTmZur+0GPUqxXwUhSvVMENvcM5Y/uhvlXUNTZzeBI8lJcXB0bH/AxOjMKO0hpOSvjyyZl44ePvRS1yz03NFr1OgLA1hm430dkZj1Jj6uwyEwRCT4OInRCju5iwjQFuqIHGUdfixCfHavHJsVrB7eea7Fi1swKHTjfglRk58FL8+Bv/G3ugdhJh7dvPNrbBLlJBl15A/QkUL6JTKzD7zW+wef4IrNhx1K93mK+H1IdlNWhqc8JDSZ6KaZNAxxWt+aCCl70k1D2dPU6p8dqcHtQ22wWF5h92HuWk5otZYAAgIy4SRcVVGDQjCq/vPSVa+wYAXpmRgxXbuWn2QnFm4RoVZvz9K9GyATsW5mFU/15BuZc+P1EHq90taCUCfILH6ZEWsUJci4zHQFzLMhMEQk+AiJ0Qo7uYsK90HIF6EzXaXJgxLBFzclNQ+lMjhiZHMwG+idF69I7Q8G7saoVcMg5IrZAzMU8DE6IE96UXVv9tgar9uj0UbE4PzlkdTC8v9kJNB+tOyo6XnDc9BiBwl3f/7unswFn/8bIzzwBArfS53BYKCCZ/F6TY4r7mngHYe/xCwDECENxHKM7MHK7GkCSjoKtuZKoZpvasQ/ZCr1UpsKO0RlD81Vils/5aHW7O36FUqK87iC4CIVQgYifE6CoTttAi0JFx0Me3OFww6NSilhWaFocb898+DOBSTAa9MH/6+CjBeTa2OUVdIHNyU2Btc8Lt9XXjpi1G/vvWNjtwrKaJdx6m2q9fLZ48iwlPjU9DQ3t/KbfXi2/bi/X5k2cxIVyrhFYpD6qxpFRclH9n7nyLGfPHWDDvLV+K+rtfV+Of84bhuQ+OMXPltT6wmLDl4Vx8WFbDNAoFgneFxkfpMCTJiMXvlwpup8co1QX+8/Y+afR3y6BT4blp2Xhmc6nk94q90JeIXG/AJ4ClYFsgryTLMZREEoFwPULETghyrU3YYovA8/cMCGoc7OPprtQ5icagez/5WzLEFuMonRr1rS48NPIGLJ6QDpfHC6vNhYPVDXjknRJsX5DHxDwJVdDVqhToZ9Ljln4mrNp5lGOhMehUiNAqcXO/aMwekcyx2ticbhxsb5KpkMkkW1W0OtyIiQwXDLSl3V1Vda3Y+UhewAadYRol1s8ajL5GHXYfq8XXP9Rj7YwcKGQyJJv1WLXjKG5KMmLpXRlYvk2g9UFlPZZvL8fE7DiOW6wjrtAWlmVEqO5Snygt2pxuiTMA1RdtnMKQt6X3xuq7s5k6OYG+31KuXakMLrYF8kqyHLu6FASBQAgMETshyrUyYUstAk+3LwL+QaZSx9PZRCXVjcK9iSxmFOQm81J72ZYMocX4bGMblmwp49WYmZPrC5QdkmTkudaEemEVbi3DoepGjssnyaTHh2XnRIOC8yxmFBVXAQA8FCXZqmLTA8MBAEa9SjDQduqr+5GTGIWJ2XHI7iucJUTT2m792lAwhOl0PjLVjNV3Z2PRe6XYV1mHtHgDzjc5AvawKtpfhbl5KThyprFDrlBaaIjVLaJ7TenVCsFrJ8Suilo43F6snZEDc7gvc+5UXSsidU5Bi4mUS/X7miasDsJSdLlZjp1dCoJYjAiEqwMROwRJrjTV3f94OktIrDdRdJgas974SjTTSCgeiFlw/LKgaBFVOCkDo/v3YsYptDD6x8ewF+xNDwwXdZMAvsDol+4diBRzGFodbsG0d9rqoVUpmNTokalmLNtWznR4B7hp1EsmpiPfYhIUKrT1K99iQoo5DFvmj2AsIL60+kviUii7jI3D7WX6V80altihxZQWGuwaR2z2najDs1vLUDgpQ9DdJVag7+DpBjTYXCjcWhbQYiLl2l0xJQtxQVhCLzfLsTNLQRCLEYFw9SBihyDJlaa6+x/PzhISEgUbCoaIWgCidCrBeCCpBWd/ZT2W3ZWJuPbFgV4Y/ReRWyTiYw6cqpeMsfmo/BzW7a7Ef399Cz47foHnnhOzeoxst3rMGp4Em8vDa52wamcFtszPxcodRwUtVu98dRqFd2Wixe7CoEQjs52dgi+WXcaG3q5VKZjrFCz09fyhrlUyLuf3E9N5IjM/1YyCEXwrHuATn4VbSnlCT8xiEsi1G8gSerlZjp3Z0byri4cSCD0JInYIkhh0KtHqs8HEd/gvIlJZTSNTzahtdgieJz/VzFRA9ifQgtPqcPPcASumZOLH+jaE65RQKmSwOTxMHyd/d1VRcRW2L8zDsm3lnMWHbYUBfNfqe4HgZrGsqs9P1GHJ1jIMFCkUaHN6UFXfiqWTM1HbbIfbS8GoV8HtoWC1uZAeb8CaDyuwdFImZ3469aXihmLZZew50JYVg+7yyhbER+lwLkDWU5vTwxMjSrkME17ZJyhupYonillMrsS1e7nZhZ1VCqI7FA8lEHoSROwQJFEr5LxsF7qGyr+/rg4Y3+G/iNAdxgFurA4dQ0H/Wyi+QkjoAIHr6+jUCl5/pHHpvfHU+DSs2FHOCyT2r2Fjc3ogg6+Y3MnaFjS2uXhWmJGpZvSO0GD5lCws3VrGCW5OitZLVpuePSJZdOxKua/b+sy/fyW6z9N3eLDgnUvungVjLUxxw5IzjTh61oo5uSmQA4Ld2B95pwT5qWYoFTJYbdxFNNiYEYNO+nugVspR1+qEOfxSIUGrzYkhSUZBgRGIq10883KzHDurFER3KB5KIPQkulTsfP7553jxxRdx6NAh1NTUYPPmzZg6dSqznaIoLF++HH/729/Q0NCA4cOH49VXX0VmZiazj8PhwJNPPol33nkHbW1tuPXWW7F+/Xr07du3C2bUs7DanFi8uZTnkslJNEKnUuChUTegrj1jSGwx8F9E6FidwkkZeHZSBtrarUNsl0NHM82k6uvkW0w4fLqB1x8pJlKLQ6cvoqS6kbO/UA0bdn0Xj5eSXBANen6F3UA1hcQYm9YLAKBRybF+1mDBZqEA8FNjG0fIFRVX+Zp9yi6Jy01fncZNydH43YQ01Db5rGe0WMtJjELBiGRM+Ms+DEkyMjEhYjEjK6ZkwdrmRLj2kvgJ1Djzg7JzTMNN+vxSAqOvUdqd1hnFMy8ny5E9h4OnGziB7QlG/WWPpbsUDyUQegoyiqIC1HPtPD788EPs378fgwcPxj333MMTO88//zz+8Ic/YOPGjejfvz9WrVqFzz//HN9//z0iIiIAAL/5zW+wfft2bNy4ESaTCU888QQuXryIQ4cOQaGQ7lVE09TUBIPBAKvVisjIyM6YakhysrYFt/5pL/M3O/bE3yoTKGiSthB0Rqr8d2cacKHFyRtXrsWEpXdlYubfv8SaewYIbqctG/6ulA0FQzDvrYOMkGHHsnR0Lv7X0Z+PH83HH3ZWcBb8cem9sWRiBi9uRWjM9FjZmMPVeOnegYg1aNFqdyNKr4bb68U5qx3GMDWcbi8utDgQqfWl1M/d+A3qWnyibGSqGS/eOxBP/uc70TilnEQjT7ycbWzjCReh8Y5MNXNiToSuJ+AreChmMeluMStWm9MXUO33eV1uQLHV5gyp+RMIXUWw63eXih02MpmMI3YoikJ8fDweffRRPP300wB8VpyYmBg8//zzeOihh2C1WtGrVy/885//xH333QcAOHv2LBISEvDBBx9g/PjxQb03ETvClFQ3YNr6A8zfdI0csXibrroBn6xtwV3rijk1Xmg3U3YfA0p/soqOm71ws/m/h26BKUx9VURZMAuX3e1FQ6sTTXY3InVKX7NQgQBV/zHnp5p5MT9ColTqsxO6Bh/9Nh93/GWf6JzYAov92dPCpcHmhLXNhZIzjYIp+58+PkqyZAEAQfEkJD67A1abk+cqpbnc30YozZ9A6CqCXb+7bcxOVVUVzp07h9tvv515TaPRYNSoUThw4AAeeughHDp0CC6Xi7NPfHw8srKycODAAVGx43A44HBcCoRtamrqvImEMP6m9MsJGr0WSLUY2PTA8KA6lvtjEmhSebkEigexOT34nZ+w2fTAcMkMs7m5KYxL6c5XuKJEKCC6o9egyS5dCJDdaJT92dP/lVQ38KxNbIKJOems4pmdUbumMwKKSf8rAuHq0W3Fzrlz5wAAMTExnNdjYmJw+vRpZh+1Wg2j0cjbhz5eiNWrV2P58uVXecQ9D/84jECdv7sqaFJKTCSZ9Dh2rlnyeP95dUaPMamGmv4WAb1aAbdX2uBq0Kmwtj3Q2z/IV0jYBPrs/LdHaqVvDf7p7A02J1M/yBymDpjZFWzMydUuntlZtWs6K6CY9L8iEK4O3Vbs0MhkMs7fFEXxXvMn0D6LFy/G448/zvzd1NSEhISEKxtoD8RfRASq19KVQZNST8EtDmkrBXtet6X3xrLJmayqvVevaq3QwnWytoUndF6ZkQOFXPo7bmSdy1/oCQmbYGvtAL7F3xgmHXDsXwjQ2ubiuLWem5aN29J7Y//Jel4LifNN9mvWsJYzxk6sXUMCigmE7k23FTuxsbEAfNabuLg45vXa2lrGm7DsXAAAE1dJREFU2hMbGwun04mGhgaOdae2thYjRowQPbdGo4FGo+mkkfcs2CLCS1FB9RnqKsSegmMjtZLpwZZe4dgyfwQidSqoFXIser+U9+T/3LRsOD1eWNsuz/Uh5jrxtwjQLiip3mH+19pf6GlV/MD8YGvtsNP8hYov+tcW8j8e8ImHZzaXYs3d2ahuaMPa3Sd4LSRG9e8Fw+UnK10WnVm7prNS0AkEwtWh24qdlJQUxMbGYteuXcjJ8ZnrnU4n9u7di+effx4AcNNNN0GlUmHXrl2YPn06AKCmpgZlZWV44YUXumzsPQ22iHi+CzquXymBYmbionRIQphokOnnJ+qw6P0jGMQK4u2I60PKdeLv7gnYO0zkWrM/I6vNyVt46RR0GYBiv2yhFVOy0NTmxLRBfTgxIfFROqa2kNXuQl+jDqU/WjmZVULih75mLg+FV3dXCraQWPTeEayckoWLNuc16/nUmbVrLrdOD4FAuDZ0qdhpaWlBZeWlJ76qqip8++23iI6ORmJiIh599FE899xzSE1NRWpqKp577jno9XrMnDkTAGAwGDBv3jw88cQTMJlMiI6OxpNPPons7GyMGzeuq6bVownVoMlgxi315F9cWc9URgaCd30Ecp28eO9Awbgosd5hidH6gJk4QguvzenBv7+uxvP3DBDpJh4meK6YSC1TW4iuI0PHCsUatPiw7Jxg6j4AtDrdvH5l7PlXXmjhuL46u+dTZ7uaQvW3QSBcD3Sp2Dl48CDGjBnD/E3H0RQUFGDjxo343e9+h7a2NsyfP58pKvi///2PqbEDAC+//DKUSiWmT5/OFBXcuHFj0DV2CB0nVIMmA4070JO/fyzM5TRC9T++xe4WjYsS6h326eOjmH9LZRVdzYVX7Fx1LU7JBqmtAbqc+2d0dXbPp2vhagrV3waB0NPpUrEzevRoSJX5kclkWLZsGZYtWya6j1arxdq1a7F27dpOGCHheiLQk79QkG9HG6EKHX9D73C82O4u0qkVTKsHf9gLcjBZRVdz4RU7l5R4iAqQkeV/PTu7fAFxNREI1y/dNmaHQLjWBGp5UHKmEXq1gptdpFbw+kmxCdZ10mJ3Y+YbXzHZWF5QorE63aUjdiDxoFcrOpTRBXR++QLiaiIQrk+I2CH0OC63aJzY4p1nMWF2bgoWvXeEqUzMdt9IxZsE6zqhLUDBxOp0p47YgcSD0PUUC2oGrk2KNnE1EQjXH0TsEHoUV1o0Tmjx1qrkWLatHPcPS+RVJgakLSrBuk7YFqBAsTrdrSO2lHjwv55hGiUOnm4QDGomKdoEAqGzIGKH0GO4Wu4docX7pXsHosZqv6x2GcG4TjoSPBtqBez8r2eYRokP/ao+k7gZAoHQmRCxQ+gxdKZ7x6BX41Rdq+Q+UhaVQK6TjgTPhnoBOxI3QyAQrjVE7BB6DJ3t3ukudVp6QlYRiZshEAjXEiJ2CD2GzhYj3alOC7GOEAgEQvBIdwckEEIIWowIcTXECG1R8X+PrrKoGPRq3NA7HIMSjbihdzgROgQCgSCCjJKq6ned0NTUBIPBAKvVisjIyK4eDuEKONvYJtkD62pAp7YTiwqBQCB0LcGu38SNRehRXAv3Dok3IRAIhNCCiB1Cj4OIEQKBQCCwITE7BAKBQCAQejRE7BAIBAKBQOjREDcWgUAIaS63FxqBQLh+IGKHQCCELFfaC41AIFwfEDcWgUAISQL1QrPanF00MgKB0N0gYodAIIQkwfRCIxAIBICIHQKBEKJ0di80AoHQcyBih0AghCSd3QuNQCD0HIjYIRAIIUln90IjEAg9ByJ2CARCSNLdGrMSCITuC0k9JxAIIcu16IVGIBBCHyJ2CARCSEN6oREIhEAQNxaBQCAQCIQeDRE7BAKBQCAQejRE7BAIBAKBQOjRELFDIBAIBAKhR0PEDoFAIBAIhB4NETsEAoFAIBB6NETsEAgEAoFA6NEQsUMgEAgEAqFHQ8QOgUAgEAiEHg0ROwQCgUAgEHo0pF0EAIqiAABNTU1dPBICgUAgEAjBQq/b9DouBhE7AJqbmwEACQkJXTwSAoFAIBAIHaW5uRkGg0F0u4wKJIeuA7xeL86ePYuIiAjIZLKgjmlqakJCQgLOnDmDyMjITh7htYfML7Qh8wttyPxCGzK/awdFUWhubkZ8fDzkcvHIHGLZASCXy9G3b9/LOjYyMrLLP+zOhMwvtCHzC23I/EIbMr9rg5RFh4YEKBMIBAKBQOjRELFDIBAIBAKhR0PEzmWi0WiwdOlSaDSarh5Kp0DmF9qQ+YU2ZH6hDZlf94MEKBMIBAKBQOjREMsOgUAgEAiEHg0ROwQCgUAgEHo0ROwQCAQCgUDo0RCxQyAQCAQCoUdDxA6Lzz//HHfddRfi4+Mhk8mwZcsWZpvL5cLTTz+N7OxshIWFIT4+Hr/85S9x9uxZzjkcDgcWLlwIs9mMsLAwTJ48GT/++OM1nokwUvPz56GHHoJMJsOf//xnzuuhPr+KigpMnjwZBoMBERERuPnmm1FdXc1sD+X5tbS0YMGCBejbty90Oh3S09Px17/+lbNPd57f6tWrMXToUERERKB3796YOnUqvv/+e84+FEVh2bJliI+Ph06nw+jRo1FeXs7Zp7vOMdD8Qv0eE8znxybU7jHBzi9U7zHBzC+U7zFE7LBobW3FwIEDsW7dOt42m82Gw4cPo7CwEIcPH8b777+P48ePY/LkyZz9Hn30UWzevBnvvvsuiouL0dLSgkmTJsHj8VyraYgiNT82W7ZswVdffYX4+HjetlCe38mTJ5GXl4e0tDR89tln+O6771BYWAitVsvsE8rze+yxx/DRRx/hX//6FyoqKvDYY49h4cKF2Lp1K7NPd57f3r178fDDD+PLL7/Erl274Ha7cfvtt6O1tZXZ54UXXsCf/vQnrFu3Dt988w1iY2Nx2223Mf3tgO47x0DzC/V7TDCfH00o3mOCmV8o32OCmV9I32MogiAAqM2bN0vu8/XXX1MAqNOnT1MURVGNjY2USqWi3n33XWafn376iZLL5dRHH33UmcPtMGLz+/HHH6k+ffpQZWVlVFJSEvXyyy8z20J9fvfddx/185//XPSYUJ9fZmYmtWLFCs5rgwcPppYsWUJRVGjNj6Ioqra2lgJA7d27l6IoivJ6vVRsbCy1Zs0aZh+73U4ZDAbqtddeoygqtOboPz8hQvkeIza/nnKPEZpfT7rHCM0vlO8xxLJzBVitVshkMkRFRQEADh06BJfLhdtvv53ZJz4+HllZWThw4EAXjTJ4vF4vfvGLX+Cpp55CZmYmb3soz8/r9WLnzp3o378/xo8fj969e2P48OEcV1Aozw8A8vLysG3bNvz000+gKAp79uzB8ePHMX78eAChNz+r1QoAiI6OBgBUVVXh3LlznPFrNBqMGjWKGX8ozdF/fmL7hOo9Rmh+Peke4z+/nnaPEfr8QvkeQ8TOZWK327Fo0SLMnDmTaYR27tw5qNVqGI1Gzr4xMTE4d+5cVwyzQzz//PNQKpV45JFHBLeH8vxqa2vR0tKCNWvW4I477sD//vc/TJs2DXfffTf27t0LILTnBwCvvPIKMjIy0LdvX6jVatxxxx1Yv3498vLyAITW/CiKwuOPP468vDxkZWUBADPGmJgYzr7s8YfKHIXm508o32PE5tdT7jFC8+tJ9xixzy+U7zGk6/ll4HK5cP/998Pr9WL9+vUB96coCjKZ7BqM7PI5dOgQ/vKXv+Dw4cMdHmsozM/r9QIApkyZgsceewwAMGjQIBw4cACvvfYaRo0aJXpsKMwP8N2IvvzyS2zbtg1JSUn4/PPPMX/+fMTFxWHcuHGix3XH+S1YsABHjhxBcXExb5v/WIMZf3ebo9T8gNC/xwjNryfdY4Tm15PuMWLfz1C+xxDLTgdxuVyYPn06qqqqsGvXLk57+9jYWDidTjQ0NHCOqa2t5T2Ndjf27duH2tpaJCYmQqlUQqlU4vTp03jiiSeQnJwMILTnZzaboVQqkZGRwXk9PT2dyZQI5fm1tbXhmWeewZ/+9CfcddddGDBgABYsWID77rsPL730EoDQmd/ChQuxbds27NmzB3379mVej42NBQDeEyJ7/KEwR7H50YT6PUZsfj3lHiM2v55yjxGbX6jfY4jY6QD0TejEiRP45JNPYDKZONtvuukmqFQq7Nq1i3mtpqYGZWVlGDFixLUebof4xS9+gSNHjuDbb79l/ouPj8dTTz2Fjz/+GEBoz0+tVmPo0KG8VMrjx48jKSkJQGjPz+VyweVyQS7n/qQVCgXzxNnd50dRFBYsWID3338fu3fvRkpKCmd7SkoKYmNjOeN3Op3Yu3cvM/7uPMdA8wNC+x4TaH6hfo8JNL9Qv8cEml/I32OuZTR0d6e5uZkqKSmhSkpKKADUn/70J6qkpIQ6ffo05XK5qMmTJ1N9+/alvv32W6qmpob5z+FwMOf49a9/TfXt25f65JNPqMOHD1Njx46lBg4cSLnd7i6cmQ+p+QnhnylBUaE9v/fff59SqVTU3/72N+rEiRPU2rVrKYVCQe3bt485RyjPb9SoUVRmZia1Z88e6tSpU9Sbb75JabVaav369cw5uvP8fvOb31AGg4H67LPPOL8vm83G7LNmzRrKYDBQ77//PlVaWkrNmDGDiouLo5qamph9uuscA80v1O8xwXx+/oTSPSaY+YXyPSaY+YXyPYaIHRZ79uyhAPD+KygooKqqqgS3AaD27NnDnKOtrY1asGABFR0dTel0OmrSpElUdXV1102KhdT8hBC6EYX6/DZs2EBZLBZKq9VSAwcOpLZs2cI5RyjPr6amhpo9ezYVHx9PabVa6sYbb6T++Mc/Ul6vlzlHd56f2O/rzTffZPbxer3U0qVLqdjYWEqj0VAjR46kSktLOefprnMMNL9Qv8cE8/n5E0r3mGDnF6r3mGDmF8r3GBlFUdSVWocIBAKBQCAQuiskZodAIBAIBEKPhogdAoFAIBAIPRoidggEAoFAIPRoiNghEAgEAoHQoyFih0AgEAgEQo+GiB0CgUAgEAg9GiJ2CAQCgUAg9GiI2CEQCAQCgdCjIWKHQCCENMnJyfjzn//c1cMgEAjdGCJ2CARCl3HXXXdh3Lhxgtu++OILyGQyHD58+BqPikAg9DSI2CEQCF3GvHnzsHv3bpw+fZq3raioCIMGDcLgwYO7YGQEAqEnQcQOgUDoMiZNmoTevXtj48aNnNdtNhv+/e9/Y968eXjvvfeQmZkJjUaD5ORk/PGPfxQ93w8//ACZTIZvv/2Wea2xsREymQyfffYZAOCzzz6DTCbDxx9/jJycHOh0OowdOxa1tbX48MMPkZ6ejsjISMyYMQM2m405D0VReOGFF9CvXz/odDoMHDgQ//3vf6/m5SAQCJ0EETsEAqHLUCqV+OUvf4mNGzeC3ZP4P//5D5xOJ2655RZMnz4d999/P0pLS7Fs2TIUFhbyxNHlsGzZMqxbtw4HDhzAmTNnMH36dPz5z3/Gpk2bsHPnTuzatQtr165l9l+yZAnefPNN/PWvf0V5eTkee+wx/PznP8fevXuveCwEAqGT6dqm6wQC4XqnoqKCAkDt3r2beW3kyJHUjBkzqJkzZ1K33XYbZ/+nnnqKysjIYP5OSkqiXn75ZYqiKKqqqooCQJWUlDDbGxoaKADUnj17KIqiqD179lAAqE8++YTZZ/Xq1RQA6uTJk8xrDz30EDV+/HiKoiiqpaWF0mq11IEDBzhjmTdvHjVjxowrmj+BQOh8iGWHQCB0KWlpaRgxYgSKiooAACdPnsS+ffswd+5cVFRUIDc3l7N/bm4uTpw4AY/Hc0XvO2DAAObfMTEx0Ov16NevH+e12tpaAMDRo0dht9tx2223ITw8nPnvH//4B06ePHlF4yAQCJ2PsqsHQCAQCPPmzcOCBQvw6quv4s0330RSUhJuvfVWUBQFmUzG2Zdiubv8kcvlvH1cLpfgviqVivm3TCbj/E2/5vV6AYD5/86dO9GnTx/OfhqNJtD0CARCF0MsOwQCocuZPn06FAoFNm3ahLfeegtz5syBTCZDRkYGiouLOfseOHAA/fv3h0Kh4J2nV69eAICamhrmNXaw8uWSkZEBjUaD6upqWCwWzn8JCQlXfH4CgdC5EMsOgUDocsLDw3HffffhmWeegdVqxezZswEATzzxBIYOHYqVK1fivvvuwxdffIF169Zh/fr1gufR6XS4+eabsWbNGiQnJ6Ourg5Lliy54vFFRETgySefxGOPPQav14u8vDw0NTXhwIEDCA8PR0FBwRW/B4FA6DyIZYdAIHQL5s2bh4aGBowbNw6JiYkAgMGDB+P//u//8O677yIrKwvPPvssVqxYwYghIYqKiuByuTBkyBD89re/xapVq67K+FauXIlnn30Wq1evRnp6OsaPH4/t27cjJSXlqpyfQCB0HjJKygFOIBAIBAKBEOIQyw6BQCAQCIQeDRE7BAKBQCAQejRE7BAIBAKBQOjRELFDIBAIBAKhR0PEDoFAIBAIhB4NETsEAoFAIBB6NETsEAgEAoFA6NEQsUMgEAgEAqFHQ8QOgUAgEAiEHg0ROwQCgUAgEHo0ROwQCAQCgUDo0fw/Wxkcrb9A7UIAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.scatterplot(data=fruit, x=\"Volume\", y=\"Weight\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let us find the centroids of the clusters (the mean x- and y- values for each type of fruit). Calculate the mean values of volume and weight for the apples, and for the oranges. Store the volumes in a list called 'x'; store the weights in a list called 'y'. Some of the code has been done for you, but you need to add more to the cell below." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[175.69094274956257, 218.314817041545]\n", + "[124.87771028116657, 215.5033868468237]\n" + ] + } + ], + "source": [ + "apple = fruit[fruit[\"Type\"]==\"Apple\"][[\"Volume\", \"Weight\"]].mean()\n", + "orange = fruit[fruit[\"Type\"]==\"Orange\"][[\"Volume\", \"Weight\"]].mean()\n", + "x, y = [apple[\"Volume\"], orange[\"Volume\"]], [apple[\"Weight\"], orange[\"Weight\"]]\n", + "print(x)\n", + "print(y)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a scatter plot of all the data. Use the hue option to color the data by type of fruit. Plot the x and y lists created above on top of this plot, using a cyan star of size '200'." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure()\n", + "scatter = sb.scatterplot(\n", + " data=fruit, \n", + " x=\"Volume\", \n", + " y=\"Weight\", \n", + " hue=\"Type\"\n", + " ).legend_.set_title('')\n", + "plt.scatter(\n", + " apple[\"Volume\"], \n", + " apple[\"Weight\"],\n", + " s=200,\n", + " # markersize=15, # Asked for a 200 size\n", + " marker=\"*\",\n", + " color=\"cyan\", \n", + " # markeredgecolor=\"white\",\n", + " )\n", + "plt.plot(\n", + " orange[\"Volume\"], \n", + " orange[\"Weight\"],\n", + " markersize=15,\n", + " marker=\"*\",\n", + " color=\"cyan\",\n", + " markeredgecolor=\"white\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "How balanced is the data? Use seaborn to produce barplot showing the count of apples and oranges." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.countplot(fruit, x=\"Type\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use seaborn to create a jointplot of only the apple data." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.jointplot(fruit[fruit[\"Type\"]==\"Apple\"], x=\"Volume\", y=\"Weight\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Does the apple weight data in a normal distribution? How about the volume?
\n", + "Watch the video, then write your answer in the markdown cell below.
\n", + "https://www.youtube.com/watch?v=DJzmb7hGmeM" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Answer:** Yes, because we can see that volume and weight are distributed in the graph with most values in the middle, meaning that we have a normal distribution." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's look at it one more way.
\n", + "Use seaborn distplots to visualize the distributions of the weight and volume of the apples." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axes = plt.subplots(2, figsize=(6.4, 10.7))\n", + "sb.distplot(fruit[fruit[\"Type\"]==\"Apple\"][\"Weight\"], ax=axes[0])\n", + "sb.distplot(fruit[fruit[\"Type\"]==\"Apple\"][\"Volume\"], ax=axes[1])\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/Assignments/#12/dolphins.ipynb b/Assignments/#12/dolphins.ipynb new file mode 100644 index 0000000..a5be3e4 --- /dev/null +++ b/Assignments/#12/dolphins.ipynb @@ -0,0 +1,148 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "85511cfc-8218-4128-8249-e30e1a04aa4d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "import matplotlib.cm as cm\n", + "from matplotlib.patches import Circle, PathPatch\n", + "from matplotlib.path import Path\n", + "from matplotlib.transforms import Affine2D\n", + "\n", + "# Fixing random state for reproducibility\n", + "np.random.seed(19680801)\n", + "\n", + "\n", + "r = np.random.rand(50)\n", + "t = np.random.rand(50) * np.pi * 2.0\n", + "x = r * np.cos(t)\n", + "y = r * np.sin(t)\n", + "\n", + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "circle = Circle((0, 0), 1, facecolor='none',\n", + " edgecolor=(0, 0.8, 0.8), linewidth=3, alpha=0.5)\n", + "ax.add_patch(circle)\n", + "\n", + "im = plt.imshow(np.random.random((100, 100)),\n", + " origin='lower', cmap=cm.winter,\n", + " interpolation='spline36',\n", + " extent=(-1, 1, -1, 1))\n", + "im.set_clip_path(circle)\n", + "\n", + "plt.plot(x, y, 'o', color=(0.9, 0.9, 1.0), alpha=0.8)\n", + "\n", + "# Dolphin from OpenClipart library by Andy Fitzsimon\n", + "# \n", + "# \n", + "# \n", + "# \n", + "# \n", + "\n", + "dolphin = \"\"\"\n", + "M -0.59739425,160.18173 C -0.62740401,160.18885 -0.57867129,160.11183\n", + "-0.57867129,160.11183 C -0.57867129,160.11183 -0.5438361,159.89315\n", + "-0.39514638,159.81496 C -0.24645668,159.73678 -0.18316813,159.71981\n", + "-0.18316813,159.71981 C -0.18316813,159.71981 -0.10322971,159.58124\n", + "-0.057804323,159.58725 C -0.029723983,159.58913 -0.061841603,159.60356\n", + "-0.071265813,159.62815 C -0.080250183,159.65325 -0.082918513,159.70554\n", + "-0.061841203,159.71248 C -0.040763903,159.7194 -0.0066711426,159.71091\n", + "0.077336307,159.73612 C 0.16879567,159.76377 0.28380306,159.86448\n", + "0.31516668,159.91533 C 0.3465303,159.96618 0.5011127,160.1771\n", + "0.5011127,160.1771 C 0.63668998,160.19238 0.67763022,160.31259\n", + "0.66556395,160.32668 C 0.65339985,160.34212 0.66350443,160.33642\n", + "0.64907098,160.33088 C 0.63463742,160.32533 0.61309688,160.297\n", + "0.5789627,160.29339 C 0.54348657,160.28968 0.52329693,160.27674\n", + "0.50728856,160.27737 C 0.49060916,160.27795 0.48965803,160.31565\n", + "0.46114204,160.33673 C 0.43329696,160.35786 0.4570711,160.39871\n", + "0.43309565,160.40685 C 0.4105108,160.41442 0.39416631,160.33027\n", + "0.3954995,160.2935 C 0.39683269,160.25672 0.43807996,160.21522\n", + "0.44567915,160.19734 C 0.45327833,160.17946 0.27946869,159.9424\n", + "-0.061852613,159.99845 C -0.083965233,160.0427 -0.26176109,160.06683\n", + "-0.26176109,160.06683 C -0.30127962,160.07028 -0.21167141,160.09731\n", + "-0.24649368,160.1011 C -0.32642366,160.11569 -0.34521187,160.06895\n", + "-0.40622293,160.0819 C -0.467234,160.09485 -0.56738444,160.17461\n", + "-0.59739425,160.18173\n", + "\"\"\"\n", + "\n", + "vertices = []\n", + "codes = []\n", + "parts = dolphin.split()\n", + "i = 0\n", + "code_map = {\n", + " 'M': Path.MOVETO,\n", + " 'C': Path.CURVE4,\n", + " 'L': Path.LINETO,\n", + "}\n", + "\n", + "while i < len(parts):\n", + " path_code = code_map[parts[i]]\n", + " npoints = Path.NUM_VERTICES_FOR_CODE[path_code]\n", + " codes.extend([path_code] * npoints)\n", + " vertices.extend([[*map(float, y.split(','))]\n", + " for y in parts[i + 1:][:npoints]])\n", + " i += npoints + 1\n", + "vertices = np.array(vertices)\n", + "vertices[:, 1] -= 160\n", + "\n", + "dolphin_path = Path(vertices, codes)\n", + "dolphin_patch = PathPatch(dolphin_path, facecolor=(0.6, 0.6, 0.6),\n", + " edgecolor=(0.0, 0.0, 0.0))\n", + "ax.add_patch(dolphin_patch)\n", + "\n", + "vertices = Affine2D().rotate_deg(60).transform(vertices)\n", + "dolphin_path2 = Path(vertices, codes)\n", + "dolphin_patch2 = PathPatch(dolphin_path2, facecolor=(0.5, 0.5, 0.5),\n", + " edgecolor=(0.0, 0.0, 0.0))\n", + "ax.add_patch(dolphin_patch2)\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e10b2bdd-a915-4914-82dd-14f9960ea245", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Assignments/#3/comp_2040_tiago_saraiva_assignment_3_dictionary.py b/Assignments/#3/comp_2040_tiago_saraiva_assignment_3_dictionary.py new file mode 100644 index 0000000..3fc0536 --- /dev/null +++ b/Assignments/#3/comp_2040_tiago_saraiva_assignment_3_dictionary.py @@ -0,0 +1,36 @@ +""" +This program is a palindrome checker + +@author: Tiago Saraiva +@date: 2024-01-19 +""" +# The animals dictionary +animals = {'dog': 0, + 'cat': 1, + 'frog': 2} + +# Initializing the lists +labels = [] +encoded_labels = [] + +# This loop guarantees that the input will happen 5 times +for i in range(5): + while True: # While the input is correct the code goes on, otherwise, it loops again + user_input = input("User, choose an animal: dog, cat or frog? ") + # If the user input is correct, the while loop stops + if user_input in animals: + break + # If not, the user will have to write again + else: + print("The input accepted is dog, cat or frog.") + # With the user input the labels list is populated, adding with append method + labels.append(user_input) + +# This loop goes over each animal given in the user input and then +# Append the values in the dictionary to the encoded_labels list +for animal in labels: + encoded_labels.append(animals[animal]) + +# Display the results +print(labels) +print(encoded_labels) \ No newline at end of file diff --git a/Assignments/#3/comp_2040_tiago_saraiva_assignment_3_palindrome.py b/Assignments/#3/comp_2040_tiago_saraiva_assignment_3_palindrome.py new file mode 100644 index 0000000..5da6e44 --- /dev/null +++ b/Assignments/#3/comp_2040_tiago_saraiva_assignment_3_palindrome.py @@ -0,0 +1,18 @@ +""" +This program is a palindrome checker + +@author: Tiago Saraiva +@date: 2024-01-19 +""" +# Creates a function that checks if the word is a palindrome or not +def palindrome(word): + # Checking if the words are equal even if backwards + # Using lower method so there are no erros if the input contains uppercase + if word.lower() == word[::-1].lower(): + print(f"Yes, {word} and {word[::-1]} are equals, this is a palindrome!") + else: + print(f"{word} and {word[::-1]} aren't same, this isn't a palindrome.") + +# Asking the user to input a word +word = input("Please say a word and we will check if it is a palindrome: ") +palindrome(word) # Calling the function to check if the word is a palindrome diff --git a/Assignments/#4/comp_2040_tiago_saraiva_assignment_4_integers.py b/Assignments/#4/comp_2040_tiago_saraiva_assignment_4_integers.py new file mode 100644 index 0000000..4541410 --- /dev/null +++ b/Assignments/#4/comp_2040_tiago_saraiva_assignment_4_integers.py @@ -0,0 +1,46 @@ +""" +This program gives a list of sorted integers after user's input + +@author: Tiago Saraiva +@date: 2024-01-26 +""" +# Initializng the list +user_integers = [] + +# Ask the user to input an integer 5 times +for i in range(5): + while True: + user_input = input("User, provide this program an integer: ") + # Only accept input if they are integers + try: + user_input = int(user_input) + break + except ValueError: + print("User, please, just integers are accepted.") + # Add the user input to a list + user_integers.append(user_input) + +# Use copy method to copy the list to another list +integers = user_integers.copy() + +# Bubble-sort algorithm to sort the items +# Iterate over each element of the array, counting based in length of list +for i in range(len(integers)): + # Boolean set to false to verify if list is sorted + swapped = False + # Start in the first index, end in the last index, after each pass + # largest element will be placed in the correct position + for j in range(0, len(integers) - 1): + # From the list swaps element if found is greater + # Check if the current element is greater than next element + if integers[j] > integers[j + 1]: + # if true, change place of item + integers[j], integers[j + 1] = integers[j + 1], integers[j] + # When items are placed correctly set the boolean variable to True + swapped = True + if (swapped == False): + break # Breaks the code when it is sorted, to optimize code + +# Display both lists +print("\nUser input list: ", user_integers) +print("\nSorted list: ", integers) diff --git a/Assignments/#4/comp_2040_tiago_saraiva_assignment_4_word_dictionary.py b/Assignments/#4/comp_2040_tiago_saraiva_assignment_4_word_dictionary.py new file mode 100644 index 0000000..b225422 --- /dev/null +++ b/Assignments/#4/comp_2040_tiago_saraiva_assignment_4_word_dictionary.py @@ -0,0 +1,21 @@ +""" +This program receives a word and makes a dictionary + +@author: Tiago Saraiva +@date: 2024-01-26 +""" +# Ask user for a word +word = input("Hello user, would you please write a word? ").upper() +# Initialize the dictionary +found = {} + +# Iterate over the word catching each letter +for letter in word: + # Use setdefault method to initialize each item in the dictionary + found.setdefault(letter, 0) + # Insert and count letter in the dictionary + found[letter] += 1 + +# Display the word in alphabetical order couting how many times it happens +for k, v in sorted(found.items()): + print(k, 'was found', v, 'time(s).') diff --git a/Assignments/#5/lrm.py b/Assignments/#5/lrm.py new file mode 100644 index 0000000..4b02152 --- /dev/null +++ b/Assignments/#5/lrm.py @@ -0,0 +1,53 @@ +import math +""" +This is a module with a Linear Regression Model + +@author: Tiago Saraiva +@date: 2024-01-31 +""" + + +class LinRegModel: + """ + Linear Regression Model class + """ + + def __init__(self, slope=0, bias=0): + self.slope = slope + self.bias = bias + + def __repr__(self): + a = '************************\n' + b = "Model parameters:\n" + c = f"Slope: {self.slope}\n" + d = f"Bias: {self.bias}\n" + return a + b + c + d + a + + def predict(self, x): + """ + Receiving a list and predicting with linear regression + """ + y = [] + for i in x: + y.append(self.slope * i + self.bias) + return y + + +def rmse(x, y): + """ + Root-mean-squared-error function + """ + z = [] + for i, j in zip(x, y): + z.append((i-j) ** 2) + return math.sqrt(sum(z) / len(x)) + + + + + + + + + + diff --git a/Assignments/#5/lrm_app.py b/Assignments/#5/lrm_app.py new file mode 100644 index 0000000..6578d7e --- /dev/null +++ b/Assignments/#5/lrm_app.py @@ -0,0 +1,26 @@ +import lrm_rsme_other_way +""" +This is an application that call Linear Regression Model module + +@author: Tiago Saraiva +@date: 2024-01-31 +""" +# Creating 2 objects for Linear Regression Model class, one with values +# For slope and bias, other using default values +object_1 = lrm_rsme_other_way.LinRegModel() +object_2 = lrm_rsme_other_way.LinRegModel(-1, 4) +x_list = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9] +y_list = [4, 3, 2, 1, 0, -1, -2, -3, -4, -5] + +print(object_1) +print(object_2) + +print("The predictions for the first object:\n", + object_1.predict(x_list), "\n") +print("The predictions for the second object:\n", + object_2.predict(x_list), "\n") + +print("The root-mean-squared-error for the fisrt object:\n", + lrm_rsme_other_way.rmse(y_list, object_1.predict(x_list)), "\n") +print("The root-mean-squared-error for the second object:\n", + lrm_rsme_other_way.rmse(y_list, object_2.predict(x_list)), "\n") diff --git a/Assignments/#5/lrm_rsme_other_way.py b/Assignments/#5/lrm_rsme_other_way.py new file mode 100644 index 0000000..2faec95 --- /dev/null +++ b/Assignments/#5/lrm_rsme_other_way.py @@ -0,0 +1,42 @@ +import math +""" +Created on Fri Feb 9 14:11:09 2024 + +@author: tiago +""" +class LinRegModel: + """ + Linear Regression Model class + """ + + def __init__(self, slope=0, bias=0): + self.slope = slope + self.bias = bias + + def __repr__(self): + a = '************************\n' + b = "Model parameters:\n" + c = f"Slope: {self.slope}\n" + d = f"Bias: {self.bias}\n" + return a + b + c + d + a + + def predict(self, x): + """ + Receiving a list and predicting with linear regression + """ + y = [] + for i in x: + y.append(self.slope * i + self.bias) + return y + + +def rmse(x, y): + """ + Root-mean-squared-error function + """ + z = [] + for i in range(len(x)): + z.append((x[i]-y[i]) ** 2) + return math.sqrt(sum(z) / len(x)) + + \ No newline at end of file diff --git a/Assignments/#6/comp_2040_tiago_saraiva_challenge_6a.py b/Assignments/#6/comp_2040_tiago_saraiva_challenge_6a.py new file mode 100644 index 0000000..ed07ece --- /dev/null +++ b/Assignments/#6/comp_2040_tiago_saraiva_challenge_6a.py @@ -0,0 +1,32 @@ + +""" +This program reads a text file and overwrites one line + +@author: Tiago Saraiva +@date: 2024-02-07 +""" + + +def find_aqua(): + """ + + Open file and reads line by line, then overwrites the file + changing the third line, return the lines in a list. + + """ + with open('text_file.txt', 'r') as myfile: + lines = myfile.readlines() + + with open('text_file.txt', 'w') as myfile: + for line in lines: + if line.strip() == 'Aqua #00ffff': + line = line.replace('Aqua #00ffff', 'Azure #007fff') + myfile.write(line) + return lines + + +# Call the function and overwirtes the file +find_aqua() + +# Display the return showing the file in a list +print(find_aqua()) diff --git a/Assignments/#6/comp_2040_tiago_saraiva_challenge_6d.docx b/Assignments/#6/comp_2040_tiago_saraiva_challenge_6d.docx new file mode 100644 index 0000000..8231fb3 Binary files /dev/null and b/Assignments/#6/comp_2040_tiago_saraiva_challenge_6d.docx differ diff --git a/Assignments/#8/comp_2040_tiago_saraiva_assignment_8.ipynb b/Assignments/#8/comp_2040_tiago_saraiva_assignment_8.ipynb new file mode 100644 index 0000000..ffcc15c --- /dev/null +++ b/Assignments/#8/comp_2040_tiago_saraiva_assignment_8.ipynb @@ -0,0 +1,172 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "578e7f57-ab20-4b5b-bb77-6fa0b88dd11e", + "metadata": {}, + "outputs": [], + "source": [ + "from math import sqrt" + ] + }, + { + "cell_type": "markdown", + "id": "9ed1772b-4c5b-47d3-ad52-dbcb5c6f3513", + "metadata": {}, + "source": [ + "# Feijoada recipe" + ] + }, + { + "cell_type": "markdown", + "id": "8c6a2a0c-5de8-4fd3-8104-bd49480fa224", + "metadata": {}, + "source": [ + "__Tiago Saraiva__ \n", + "**2024-02-26**" + ] + }, + { + "cell_type": "markdown", + "id": "74f97331-6581-40a3-80b0-a8397028ab7b", + "metadata": {}, + "source": [ + "*Assignment #8* \n", + "*Python Essentials Wiht Data Analysis*" + ] + }, + { + "cell_type": "markdown", + "id": "24514b0f-3f5c-4c88-9af5-abcb59c4caf3", + "metadata": {}, + "source": [ + "Check out this [recipe][feijoada]!\n", + "\n", + "[feijoada]: https://www.daringgourmet.com/feijoada/" + ] + }, + { + "cell_type": "markdown", + "id": "7493c820-3c2e-4224-84aa-6ac15ddecbdf", + "metadata": {}, + "source": [ + "
\n", + " \"picture\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "dcf86133-9682-42bc-bd62-243ac4132478", + "metadata": {}, + "source": [ + "There is also a music about this tasty [food][chico].\n", + "\n", + "[chico]: https://www.youtube.com/watch?v=dZZgtHUgSEQ" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7baa7c60-2abd-4f99-91d6-6d71777edff8", + "metadata": {}, + "outputs": [ + { + "name": "stdin", + "output_type": "stream", + "text": [ + "Insert a number: 16\n", + "Insert a number: 18\n", + "Insert a number: csa\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Please user, insert a number.\n" + ] + }, + { + "name": "stdin", + "output_type": "stream", + "text": [ + "Insert a number: 85\n" + ] + } + ], + "source": [ + "numbers = []\n", + "\n", + "while len(numbers) < 3:\n", + " try:\n", + " user_input = float(input(\"Insert a number: \"))\n", + " numbers.append(user_input)\n", + " except ValueError:\n", + " print(\"Please user, insert a number.\")\n", + "\n", + "x, y, z = numbers" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1fe775fc-281a-4685-8454-56abfe2dc963", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "88.34591105421914" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "f = lambda x, y, z: sqrt(x**2 + y**2 + z**2)\n", + "f(x, y, z)" + ] + }, + { + "cell_type": "markdown", + "id": "4c8771f4-a4a4-4a69-b6d7-95725d465a18", + "metadata": {}, + "source": [ + "###### Just introducing the picture again with the code from the markdown tutorial." + ] + }, + { + "cell_type": "markdown", + "id": "2e36c99b-dc68-4acc-939a-dc6898824afa", + "metadata": {}, + "source": [ + "![picture of brazilian feijoada](https://www.daringgourmet.com/wp-content/uploads/2021/09/Feijoada-3.jpg)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.8" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Assignments/#9/comp_2040_tiago_saraiva_assignment_9.ipynb b/Assignments/#9/comp_2040_tiago_saraiva_assignment_9.ipynb new file mode 100644 index 0000000..9e55927 --- /dev/null +++ b/Assignments/#9/comp_2040_tiago_saraiva_assignment_9.ipynb @@ -0,0 +1,668 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Import the numpy module" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a 1d numpy array called arr1 that looks like the one below. Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 4, 8, 12, 16, 20])" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "arr1 = np.arange(4, 24, 4)\n", + "arr1" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Print out the 3rd element of the array." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "12" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "arr1[2]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a 2d numpy array called arr2 that looks like the one below. Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[5 2 2]\n", + " [3 6 7]\n", + " [9 6 4]]\n" + ] + } + ], + "source": [ + "arr2 = np.array([np.random.randint(2, 7, 3), np.random.randint(3, 10, 3), np.random.randint(4, 13, 3)])\n", + "print(arr2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Print out the element at row=3,col=2." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "6" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "arr2[2, 1]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create an array that goes from 0 to 100 with step=3. Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 0, 3, 6, 9, 12, 15, 18, 21, 24, 27, 30, 33, 36, 39, 42, 45, 48,\n", + " 51, 54, 57, 60, 63, 66, 69, 72, 75, 78, 81, 84, 87, 90, 93, 96, 99])" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.arange(0, 100, 3)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a 10x5 2d array filled with zeroes. Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0.]])" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.zeros((10, 5))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create an array called lin1d, that has 100 data points spaced between 57 and 108. Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 57. , 57.51515152, 58.03030303, 58.54545455,\n", + " 59.06060606, 59.57575758, 60.09090909, 60.60606061,\n", + " 61.12121212, 61.63636364, 62.15151515, 62.66666667,\n", + " 63.18181818, 63.6969697 , 64.21212121, 64.72727273,\n", + " 65.24242424, 65.75757576, 66.27272727, 66.78787879,\n", + " 67.3030303 , 67.81818182, 68.33333333, 68.84848485,\n", + " 69.36363636, 69.87878788, 70.39393939, 70.90909091,\n", + " 71.42424242, 71.93939394, 72.45454545, 72.96969697,\n", + " 73.48484848, 74. , 74.51515152, 75.03030303,\n", + " 75.54545455, 76.06060606, 76.57575758, 77.09090909,\n", + " 77.60606061, 78.12121212, 78.63636364, 79.15151515,\n", + " 79.66666667, 80.18181818, 80.6969697 , 81.21212121,\n", + " 81.72727273, 82.24242424, 82.75757576, 83.27272727,\n", + " 83.78787879, 84.3030303 , 84.81818182, 85.33333333,\n", + " 85.84848485, 86.36363636, 86.87878788, 87.39393939,\n", + " 87.90909091, 88.42424242, 88.93939394, 89.45454545,\n", + " 89.96969697, 90.48484848, 91. , 91.51515152,\n", + " 92.03030303, 92.54545455, 93.06060606, 93.57575758,\n", + " 94.09090909, 94.60606061, 95.12121212, 95.63636364,\n", + " 96.15151515, 96.66666667, 97.18181818, 97.6969697 ,\n", + " 98.21212121, 98.72727273, 99.24242424, 99.75757576,\n", + " 100.27272727, 100.78787879, 101.3030303 , 101.81818182,\n", + " 102.33333333, 102.84848485, 103.36363636, 103.87878788,\n", + " 104.39393939, 104.90909091, 105.42424242, 105.93939394,\n", + " 106.45454545, 106.96969697, 107.48484848, 108. ])" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lin1d = np.linspace(57, 108, 100)\n", + "lin1d" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Reshape lin1d to be 10x10 and call it lin2d. Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 57. , 57.51515152, 58.03030303, 58.54545455,\n", + " 59.06060606, 59.57575758, 60.09090909, 60.60606061,\n", + " 61.12121212, 61.63636364],\n", + " [ 62.15151515, 62.66666667, 63.18181818, 63.6969697 ,\n", + " 64.21212121, 64.72727273, 65.24242424, 65.75757576,\n", + " 66.27272727, 66.78787879],\n", + " [ 67.3030303 , 67.81818182, 68.33333333, 68.84848485,\n", + " 69.36363636, 69.87878788, 70.39393939, 70.90909091,\n", + " 71.42424242, 71.93939394],\n", + " [ 72.45454545, 72.96969697, 73.48484848, 74. ,\n", + " 74.51515152, 75.03030303, 75.54545455, 76.06060606,\n", + " 76.57575758, 77.09090909],\n", + " [ 77.60606061, 78.12121212, 78.63636364, 79.15151515,\n", + " 79.66666667, 80.18181818, 80.6969697 , 81.21212121,\n", + " 81.72727273, 82.24242424],\n", + " [ 82.75757576, 83.27272727, 83.78787879, 84.3030303 ,\n", + " 84.81818182, 85.33333333, 85.84848485, 86.36363636,\n", + " 86.87878788, 87.39393939],\n", + " [ 87.90909091, 88.42424242, 88.93939394, 89.45454545,\n", + " 89.96969697, 90.48484848, 91. , 91.51515152,\n", + " 92.03030303, 92.54545455],\n", + " [ 93.06060606, 93.57575758, 94.09090909, 94.60606061,\n", + " 95.12121212, 95.63636364, 96.15151515, 96.66666667,\n", + " 97.18181818, 97.6969697 ],\n", + " [ 98.21212121, 98.72727273, 99.24242424, 99.75757576,\n", + " 100.27272727, 100.78787879, 101.3030303 , 101.81818182,\n", + " 102.33333333, 102.84848485],\n", + " [103.36363636, 103.87878788, 104.39393939, 104.90909091,\n", + " 105.42424242, 105.93939394, 106.45454545, 106.96969697,\n", + " 107.48484848, 108. ]])" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lin2d = lin1d.reshape(10, 10)\n", + "lin2d" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Print out the shape of lin1d and lin2d." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "lin1d: (100,)\n", + "lin2d: (10, 10)\n" + ] + } + ], + "source": [ + "print(\"lin1d:\", lin1d.shape)\n", + "print(\"lin2d:\", lin2d.shape)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Generate a 5x5 array of random numbers called nums. Display it." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[5.51368387, 2.3173619 , 7.85278011, 5.66535782, 9.64825085],\n", + " [9.18365355, 4.72052442, 3.24199189, 0.55907656, 4.00865881],\n", + " [5.17963376, 7.50475505, 3.02822318, 3.84052244, 0.28891027],\n", + " [4.64724904, 0.41837461, 7.49476471, 3.33107583, 1.42769664],\n", + " [2.90222656, 0.75733754, 7.45136294, 9.41282108, 3.54959715]])" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nums = np.random.rand(5, 5)\n", + "nums = nums * 10\n", + "nums" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Print out the min, max and mean of the nums array." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Min: 0.28891026904873107\n", + "Max: 9.64825084935238\n", + "Mean: 4.557835624021021\n" + ] + } + ], + "source": [ + "print(\"Min:\", nums.min())\n", + "print(\"Max:\", nums.max())\n", + "print(\"Mean:\", nums.mean())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Multiple the entire array nums x2 and store it back in nums. Display the result." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[11.02736774, 4.6347238 , 15.70556022, 11.33071565, 19.2965017 ],\n", + " [18.3673071 , 9.44104884, 6.48398378, 1.11815313, 8.01731763],\n", + " [10.35926752, 15.0095101 , 6.05644636, 7.68104488, 0.57782054],\n", + " [ 9.29449807, 0.83674923, 14.98952942, 6.66215166, 2.85539329],\n", + " [ 5.80445311, 1.51467509, 14.90272589, 18.82564216, 7.0991943 ]])" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nums = nums * 2\n", + "nums" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Select rows 1 to 2 and cols 2 to 3 and display the result." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 4.6347238 , 15.70556022],\n", + " [ 9.44104884, 6.48398378]])" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nums[0:2, 1:3]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Modify that same selection by multiplying it x10, then display the new nums array." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 11.02736774, 46.347238 , 157.05560225, 11.33071565,\n", + " 19.2965017 ],\n", + " [ 18.3673071 , 94.41048842, 64.83983777, 1.11815313,\n", + " 8.01731763],\n", + " [ 10.35926752, 15.0095101 , 6.05644636, 7.68104488,\n", + " 0.57782054],\n", + " [ 9.29449807, 0.83674923, 14.98952942, 6.66215166,\n", + " 2.85539329],\n", + " [ 5.80445311, 1.51467509, 14.90272589, 18.82564216,\n", + " 7.0991943 ]])" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nums[0:2, 1:3] = nums[0:2, 1:3] * 10\n", + "nums" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Load 'data9.npy' into a numpy array named 'data'. Display the array." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0.07301979, 0.16473597, 0.81951432, 0.99818186],\n", + " [0.62804768, 0.34424393, 0.58308361, 0.09436134],\n", + " [0.03345196, 0.28866977, 0.36343501, 0.64198102],\n", + " [0.74852967, 0.08606404, 0.10232671, 0.86568091],\n", + " [0.42570996, 0.55892485, 0.7516009 , 0.3855254 ],\n", + " [0.06229575, 0.95342168, 0.89634407, 0.43225468],\n", + " [0.56500264, 0.93069069, 0.90221041, 0.178963 ],\n", + " [0.84182479, 0.36880305, 0.26415286, 0.04403728],\n", + " [0.78829453, 0.94777048, 0.14770364, 0.58350887],\n", + " [0.47231189, 0.00532193, 0.91274993, 0.86889732]])" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = np.load('data9.npy')\n", + "data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Find and display the *index value* of the largest number in each *row* of data. " + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[3 0 3 3 2 1 1 0 1 2]\n" + ] + } + ], + "source": [ + "print(data.argmax(axis = 1))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a four-dimensional column vector with random numbers between 0 and 1, sampled from the uniform distribution. Name it $w$." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[0.33324452]\n", + " [0.24402925]\n", + " [0.97064143]\n", + " [0.6585765 ]]\n" + ] + } + ], + "source": [ + "w = np.random.rand(4, 1)\n", + "print(w)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Calculate the dot products between $w$ and each row of data." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[1.51736751],\n", + " [0.9214083 ],\n", + " [0.85715024],\n", + " [0.93988521],\n", + " [1.26169246],\n", + " [1.40812395],\n", + " [1.40898341],\n", + " [0.65593185],\n", + " [1.02163106],\n", + " [1.61688232]])" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.matmul(data, w)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a numpy array $u = (1, -1, 0)$ and a numpy array $v = (1, 0, 1)$. Calculate and display the cosine of the angle between them." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.49999999999999994" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "u = np.array([1, -1, 0])\n", + "v = np.array([1, 0, 1])\n", + "u.dot(v)/np.linalg.norm(u)/np.linalg.norm(v)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/Assignments/#9/data9.npy b/Assignments/#9/data9.npy new file mode 100644 index 0000000..ada6db9 Binary files /dev/null and b/Assignments/#9/data9.npy differ diff --git a/Assignments/CaseStudy1/comp_2040_case_study_1_group_6.ipynb b/Assignments/CaseStudy1/comp_2040_case_study_1_group_6.ipynb new file mode 100644 index 0000000..ebc9085 --- /dev/null +++ b/Assignments/CaseStudy1/comp_2040_case_study_1_group_6.ipynb @@ -0,0 +1,614 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "594b3503-43af-4af3-bdeb-9da2ba1896c0", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sb\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn import metrics\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0cbeb4b9-3c5b-47d3-a43d-193341fd8fbc", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\")" + ] + }, + { + "cell_type": "markdown", + "id": "29bff230-1a59-4fd2-96b3-957fecd442e1", + "metadata": {}, + "source": [ + "## Tiago & Marisol - Group 6\n", + "\n", + "**Course:** Python Essentials with Data Analysis COMP-2040 \n", + "**Assignment:** Case Study #1: Linear Regression of Height & Weight" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "17b33571-c4d9-4e05-80c5-6d1cab1e5306", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 15 entries, 0 to 14\n", + "Data columns (total 2 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 height 15 non-null float64\n", + " 1 mass 15 non-null float64\n", + "dtypes: float64(2)\n", + "memory usage: 372.0 bytes\n" + ] + } + ], + "source": [ + "people = pd.read_csv(\"height_mass.csv\") \n", + "people.columns = ['height', 'mass']\n", + "people.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "bb5364ba-b24f-4198-b0cc-e54c1ed007f1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " height mass\n", + "0 1.47 52.21\n", + "1 1.50 53.12\n", + "2 1.52 54.48\n", + "3 1.55 55.84\n", + "4 1.57 57.20\n", + "5 1.60 58.57\n", + "6 1.63 59.93\n", + "7 1.65 61.29\n", + "8 1.68 63.11\n", + "9 1.70 64.47\n", + "10 1.73 66.28\n", + "11 1.75 68.10\n", + "12 1.78 69.92\n", + "13 1.80 72.19\n", + "14 1.83 74.46" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "people" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c7bddb26-066d-42bb-af9f-dbe24c2d5576", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.histplot(people, \n", + " y='mass',\n", + " bins=[50, 60, 70, 80],\n", + " edgecolor='white',\n", + " )\n", + "plt.title('Mass Distribution')\n", + "plt.xlabel('Occurrence')\n", + "plt.ylabel('Mass')\n", + "plt.xticks([0, 2, 4, 6])\n", + "plt.yticks([50, 60, 70, 80])\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "3332fc73-eb73-4438-827a-acb3efa4bb87", + "metadata": {}, + "source": [ + "_seaborn.histplot:Plot univariate or bivariate histograms to show distributions of datasets._ \n", + "\n", + ">_\"The choice of bins for computing and plotting a histogram can exert substantial influence on the insights that one is able to draw from the visualization. If the bins are too large, they may erase important features. On the other hand, bins that are too small may be dominated by random variability, obscuring the shape of the true underlying distribution. The default bin size is determined using a reference rule that depends on the sample size and variance. This works well in many cases, (i.e., with “well-behaved” data) but it fails in others. It is always a good to try different bin sizes to be sure that you are not missing something important. This function allows you to specify bins in several different ways, such as by setting the total number of bins to use, the width of each bin, or the specific locations where the bins should break.\"_\n", + "----------------------\n", + "### Answer\n", + "\n", + "**What does the plot tell you about the data?** \n", + "The graph shows the distribution (ranges) that exist in the 'Mass (kg)' column in the 'people' data.\n", + "\n", + "**Conclusion** \n", + "With the parameter _bins=[50, 60, 70, 80]_ set for 3 bars we get a visualization of the data distribution in ranges of 10, from the data we can see that the most common weight in this sample is bewteen the range of 50kg to 60 kg, second most is 60kg to 70kg, and only two occurrences happen between 70 kg to 80 kg. If we set in ranges of 5 kg, for example, we would get a different distribution of the data, showing that occurrences are almost equally distributed from 50 kg to 75 kg.\n", + "\n", + "| Range | Frequency |\n", + "| :--- | ---: |\n", + "| (50 - 60) | 7 |\n", + "| (60 - 70) | 6 |\n", + "| (70 - 80) | 2 |\n", + "\n", + "----------------------\n", + "_https://seaborn.pydata.org/generated/seaborn.histplot.html_" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "425bc280-da30-4423-9bd9-a72a967431e6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.histplot(people, y='height', edgecolor='white', bins=[1.40, 1.50, 1.60, 1.70, 1.80, 1.90])\n", + "plt.title('Height Distribution')\n", + "plt.xlabel('Occurrence')\n", + "plt.ylabel('Height')\n", + "plt.xticks([0, 1, 2, 3, 4])\n", + "plt.yticks([1.40, 1.50, 1.60, 1.70, 1.80, 1.90])\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d2690945-769e-4441-b73f-21ae8b990ab1", + "metadata": {}, + "source": [ + "### Answer\n", + "\n", + "**What does the plot tell you about the data?** \n", + "The plot shows the distribution of a variable related to Height(m), likely a histogram or density plot. The x-axis represents the height in meters, while the y-axis shows the count or frequency of observations at each height.\n", + "\n", + "**Conclusion** \n", + "The histogram groups the data into intervals and displays the frequency of each interval, with intervals of 10cm each, beginning at 1.40 m until 1.90 m. We see that sample most common height stay between ranges from 1.50 m to 1.80 m, 4 occurrences at each 10 cm, and less than 1.50 m or more than 1.80 m are less common heights.\n", + "\n", + "| Range | Frequency |\n", + "| :--- | ---: |\n", + "| (1.4 - 1.5) | 1 |\n", + "| (1.5 - 1.6) | 4 |\n", + "| (1.6 - 1.7) | 4 |\n", + "| (1.7 - 1.8) | 4 |\n", + "| (1.8 - 1.9) | 2 |" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "85cbea6b-c705-46af-ada7-e3ba527d9588", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.jointplot(people,\n", + " x='height', \n", + " y='mass',\n", + " kind='reg'\n", + " ).set_axis_labels('Height', 'Mass')\n", + "plt.suptitle('Height and Weight Distribution')\n", + "plt.subplots_adjust(top=0.95)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "c084aab1-abd9-4796-832f-1fce03277040", + "metadata": {}, + "source": [ + "### Answer\n", + "\n", + "**Does this plot confirm what the histplot showed?** \n", + "Although the difference between a histogram and a plot is that in the histogram we observe ranges for our variable, while in the joint plot we view the data information point by point, matching rows. This plot does confirm the information shown in the histplot, by showing the relation between height and weight, if a person is taller, their weight is bigger, so, in this sample, high height is equal high mass.\n", + "\n", + "**Conclusion** \n", + "This type of joint plot is useful for visualizing the relationship between the height and mass of people, while also exploring their individual distributions. The linear regression line helps to identify the general trend in the relationship between these two variables.\n", + "The inclusion of kind=\"reg\" in the code is what causes the linear regression line to be plotted on the scatter plot, which can be helpful for identifying patterns and trends in the data." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "26bb8dfd-6e67-4cc1-8d91-5b5402d48da8", + "metadata": {}, + "outputs": [], + "source": [ + "# Set a seed for reproducibility\n", + "np.random.seed(0)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b00c416f-87b7-4437-b213-08b3317f1a33", + "metadata": {}, + "outputs": [], + "source": [ + "# train, test, split\n", + "x = people.drop(labels='mass', axis=1) # Call variables as x and y is the standard?\n", + "y = people['mass']\n", + "\n", + "x_train, x_test, y_train, y_test = train_test_split(x, y, test_size=0.3)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e71fc0ce-93ed-471d-826e-b10c46070af7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
LinearRegression()
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "LinearRegression()" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# train a LinearRegression model\n", + "lm = LinearRegression()\n", + "lm.fit(x_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "8956323a-e2a4-47a2-8b43-d96daa61a4ce", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[53.1008463 60.8890856 63.88456226 65.08275292 72.87099222]\n" + ] + } + ], + "source": [ + "# generate predictions\n", + "predictions = lm.predict(x_test)\n", + "print(predictions)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "4716facb-4eb3-400c-8ae2-95fc7d582d16", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MAE: 0.790912451361865\n", + "MSE: 0.884114123661966\n", + "RMSE: 0.9402734302648171\n" + ] + } + ], + "source": [ + "# print out some error evaluation metrics\n", + "\n", + "# MAE: Mean Absolute Error\n", + "# MSE: Mean Squared Error\n", + "# RMSE: Root Mean Squared Error\n", + "print(\"MAE:\", metrics.mean_absolute_error(y_test, predictions))\n", + "print(\"MSE:\", metrics.mean_squared_error(y_test, predictions))\n", + "print(\"RMSE:\", np.sqrt(metrics.mean_squared_error(y_test, predictions)))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "7cececb0-7728-4d22-b1c8-ff145dea210e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Whit 1.70 m the predicted mass is: 65.08 kg, original value from data set is: 64.47 kg.\n" + ] + } + ], + "source": [ + "# Predict mass with height 1.70\n", + "p1 = lm.predict([[people['height'][9]]])\n", + "print(f\"Whit 1.70 m the predicted mass is: {p1[0]:.2f} kg, original value from data set is: {people['mass'][9]} kg.\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "46bc1c71-9aec-4d4b-94ab-6db19fc1d678", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RMSE of predicted item: [0.61275292]\n" + ] + } + ], + "source": [ + "print(\"RMSE of predicted item:\", np.sqrt((p1-people['mass'][9])**2))" + ] + }, + { + "cell_type": "markdown", + "id": "54490d12-404a-4aff-900e-e63dd024866f", + "metadata": {}, + "source": [ + "**How well the prediction matched reality, with specific attention to the RMSE error?** \n", + "\n", + "\n", + "_Data consideration:_\n", + "* For a height of: 1.70 (m)\n", + "* The actual Mass (Kg) is: 64.47\n", + "* The predicted Mass (Kg) is: 65.08\n", + "* RMSE of predicted weight: 0.61\n", + "\n", + "#### Answer\n", + "\n", + "\n", + "For a height of 1.70 meters, the linear regression model predicted a mass of 65.08 kg, while the actual mass value in the dataset is 64.47 kg. The difference between the prediction and the actual value is approximately 0.61 kg.\n", + "\n", + "RMSE is a metric that indicates the average magnitude of the errors in the model's predictions. In this case, the RMSE is approximately 0.61 kg. This means that, on average, the model's predictions deviate around 0.61 kg from the actual mass values.\n", + "\n", + "**Conclusion** \n", + "\n", + "In summary, although the prediction of 65.08 kg does not exactly match the actual value of 64.47 kg for a height of 1.70 meters, the 0.61 kg difference is within the average error range of the model, as indicated by the Absolute error of 0.79 kg and Root Mean Squared Error of 0.94Kg. These relatively low errors suggest that the model is making accurate predictions, and the prediction for this specific height aligns reasonably well with reality.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "5c46b12b-4164-434a-a773-0663b6819ae6", + "metadata": {}, + "outputs": [], + "source": [ + "predicted_data = x_test.copy()\n", + "predicted_data['predicted_mass'] = predictions" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "86dd7bd8-8f9e-4f27-bc41-b801de2d65d0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Linear Regression: Height vs Mass')" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.lmplot(data=predicted_data,\n", + " x='height',\n", + " y='predicted_mass',\n", + " fit_reg=True,\n", + " height=5 \n", + " ).set_axis_labels('Height', 'Predicted Mass')\n", + "plt.title(\"Linear Regression: Height vs Mass\")" + ] + }, + { + "cell_type": "markdown", + "id": "16c369a4-08fd-4036-9050-214014d402aa", + "metadata": {}, + "source": [ + "#### Answer\n", + "\n", + "\n", + "This plot supports the observations seen on the jointplot, we can see by the lines in both graphs that sample data and predicted mass look quite the same. \n", + "\n", + "**Conclusion** \n", + "\n", + "The scatter plot using the DataFrame data allows you to visualize the linear relationship between height and predicted mass. Further, we can see that predicted points fit regularly in the line, of course, but they don't differ much from the sample data, which shows that the model worked well predicting the mass." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d6f3c80e-ed2b-4f63-9011-c7ee6e475891", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.8" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Assignments/CaseStudy1/height_mass.csv b/Assignments/CaseStudy1/height_mass.csv new file mode 100644 index 0000000..cb590c5 --- /dev/null +++ b/Assignments/CaseStudy1/height_mass.csv @@ -0,0 +1,16 @@ +Height (m),Mass (kg) +1.47,52.21 +1.50,53.12 +1.52,54.48 +1.55,55.84 +1.57,57.2 +1.60,58.57 +1.63,59.93 +1.65,61.29 +1.68,63.11 +1.70,64.47 +1.73,66.28 +1.75,68.1 +1.78,69.92 +1.80,72.19 +1.83,74.46 diff --git a/Assignments/CaseStudy2/Iris.csv b/Assignments/CaseStudy2/Iris.csv new file mode 100644 index 0000000..1bf42f2 --- /dev/null +++ b/Assignments/CaseStudy2/Iris.csv @@ -0,0 +1,151 @@ +Id,SepalLengthCm,SepalWidthCm,PetalLengthCm,PetalWidthCm,Species +1,5.1,3.5,1.4,0.2,Iris-setosa +2,4.9,3.0,1.4,0.2,Iris-setosa +3,4.7,3.2,1.3,0.2,Iris-setosa +4,4.6,3.1,1.5,0.2,Iris-setosa +5,5.0,3.6,1.4,0.2,Iris-setosa +6,5.4,3.9,1.7,0.4,Iris-setosa +7,4.6,3.4,1.4,0.3,Iris-setosa +8,5.0,3.4,1.5,0.2,Iris-setosa +9,4.4,2.9,1.4,0.2,Iris-setosa +10,4.9,3.1,1.5,0.1,Iris-setosa +11,5.4,3.7,1.5,0.2,Iris-setosa +12,4.8,3.4,1.6,0.2,Iris-setosa +13,4.8,3.0,1.4,0.1,Iris-setosa +14,4.3,3.0,1.1,0.1,Iris-setosa +15,5.8,4.0,1.2,0.2,Iris-setosa +16,5.7,4.4,1.5,0.4,Iris-setosa +17,5.4,3.9,1.3,0.4,Iris-setosa 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" + ], + "text/plain": [ + " SepalLengthCm SepalWidthCm PetalLengthCm PetalWidthCm\n", + "count 150.000000 150.000000 150.000000 150.000000\n", + "mean 5.843333 3.054000 3.758667 1.198667\n", + "std 0.828066 0.433594 1.764420 0.763161\n", + "min 4.300000 2.000000 1.000000 0.100000\n", + "25% 5.100000 2.800000 1.600000 0.300000\n", + "50% 5.800000 3.000000 4.350000 1.300000\n", + "75% 6.400000 3.300000 5.100000 1.800000\n", + "max 7.900000 4.400000 6.900000 2.500000" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "iris.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "219c8c56-7609-411f-b5fc-e3819c2e0397", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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HtGkFFQYe/nJfTXDzZ4s3n6Cg3OCDXgkhhGgoCXBEm1ZWbeJQXrnb+u0nipuxN0IIIRqLBDiiTVPWsTNwgEbeIkII0RLJp7do0yKCNFzYMdJlnVIB/ZIimrdDQgghGoUEOKJNiwjS8vRVfQgLdJ5v/8QVvYiRVVRCCNEiySoq0ealxYaw6p6LWb03h1+OFNA+IoDrB6eSEh1EkE7eIkII0RIpbDab8/KRVqysrIzw8HBKS0sJCwvzdXeEH7HZbOhNVjQqBWqVDG4KIYQ/8fb6LV9PhfgvhUJBoFbl624IIYRoBPI1VQghhBCtjgQ4QgghhGh1JMARQgghRKsjc3CEEF4zmC2UVJlQKRW0k6X0Qgg/5DcjOPPnz0ehUPC3v/2t1uM2bNjAgAEDCAgIoFOnTrz11lvN00EhBFarjcyCSp7+dj9Xv7GR6e9sYelvWeSX6X3dNSGEcOAXIzjbtm3jnXfeoW/fvrUel5GRwYQJE7j11ltZsmQJGzdu5K677iImJoZrrrmmmXorRNuVWVjJla9vpNxgrimb99Vehu5px6vTziMmNMCHvRNCiP/x+QhORUUFM2fO5N133yUy0vWW+We99dZbJCcn8+qrr9KjRw9uueUWbrrpJl588cVm6q0QbVeVwczL3x92CG7O2nisgONnKn3QKyGEcM3nAc7dd9/NxIkTGTNmTJ3Hbt68mcsuu8yhbOzYsWzfvh2TyeTyOQaDgbKyMoeHEMJ7pdUmvt+f57b+613ZzdgbIYSonU8DnE8//ZQdO3Ywf/58j47Pzc0lLi7OoSwuLg6z2UxBQYHL58yfP5/w8PCaR1JSUoP7LURbpFCAppYdngM1skmiEMJ/+CzAOXnyJH/9619ZsmQJAQGe37dXKBQOP5/NNHFu+Vnz5s2jtLS05nHy5Mn6d1qINiwqWMc1/RPd1l91vvs6IYRobj6bZPz777+Tn5/PgAEDasosFgs///wzr7/+OgaDAZXK8RthfHw8ubm5DmX5+fmo1Wqio6NdtqPT6dDpZBmrEA2lVSu5bXgnfjiYz6niaoe6v1yUQlJkkI96JoQQznwW4IwePZq9e/c6lN144410796dBx980Cm4ARg8eDArV650KFu3bh0DBw5Eo9E0aX+FEJAYGcTntw/m16MFrNx9mtAADbOHpJAWG0JksNbX3RNCiBo+C3BCQ0Pp3bu3Q1lwcDDR0dE15fPmzSM7O5sPP/wQgDvuuIPXX3+duXPncuutt7J582b+85//sHTp0mbvvxBtVfuIQK4bmMSkvu1RKRVo1T5fqyCEEE78+pMpJyeHrKysmp87duzI6tWrSU9Pp1+/fjz11FMsXLhQ9sARwgcCtSoJboQQfkthOztLt40oKysjPDyc0tJSwsLCfN0dIYQQQnjA2+u3fP0SQgghRKsjAY4QQgghWh2/yEUlRFtRWmWkpNqERqWkfUSgr7sjhBCtlgQ4QjSDaoOZzKIqFqUfY2tGEdEhWm4cksrgztEkyv4xQgjR6CTAEaIZHMwrZ9o7WzCYrQDklum5/4s9TOqbwMMTepAgozlCCNGoZA6OEE0st7SaJ1furwlu/mzlnhzOVBh80CshhGjdJMARoolVGMzsPFnitn7D4TPN1xkhhGgjJMARookpUOAmFywAOtksTwghGp18sgrRxCKCNIzoEuO2fkRX93VCCCHqRwIcIZpYdIiOhyf2INpFMsq/jenislwIIUTDyCoqIZpB17hQlt85hDX7cth4tJDoEC2zLkohOSqIdqEBvu6eEEK0OpKLSohmZLVaKTdY0KkVBGjk+4UQQnjK2+u3fMIK0YyUSiXhgXJnWAghmpp80gohhBCi1ZEARwghhBCtjgQ4QgghhGh1ZA6OaLVOFFZitdmIDtISFiRLsWtTVGnEZLESqlMTpJOPBSFaI4PZQKmxFJVCRXRgdJO0YbQYKTWUolQoiQqIQlHbLqdNTD7JRKuTVVjJuv15fLrtJFUGM6O6x3Lj0I50jA5EpVL5unt+pbDCwJbjRSzacJSCciMXdori7lFppEYHoVXL70qI1sBitZBdkc3iPxbzc/bPhGhCmNVzFhcnXkxMUONsNGqz2ThVcYqP93/Mjyd/JEAdwIzuM7gk+RJig2IbpQ1vyTJx0aqcKKzk75/vZvuJYofy8EANX9wxmC5xoT7qmf8pqTKyYM1BPt120qFco1Kw7I7B9EuK9FHPhBCNKaM0g+mrplNpqnQoH9p+KM8Me6ZRRnOyyrKYvmo6ZcYyh/IBsQN4YcQLjRJIeXv9ljk4olU5kl/hFNwAlFabeOOnoxRXGX3QK/+UX25wCm4ATBYb//xqH0WVkuVciJau0lTJaztecwpuADae3khWeVaD29Cb9by7912n4Abg9/zfOVpytMFt1IcEOKJVWbnrtNu67/fnUVIpAc5Zvx0vdFv3x+kySqvNzdgbIURTKDeWk34y3W392oy1DW6j1FDK+hPr3dZ/ffRrfHGzSAIc0arUlplbK1m7HdQ1x0bpu7mBQohGpFa6n24boG54qhiFQoFGqXHfhirAJ5ON5RNftCrXDOjgtu6qfonEhumasTf+7YKOUbj7zLm4SzsiZeWZEC1epC6SSZ0nua0fnzq+Udq4usvVbusnd5nc4DbqQwIc0aq0jwhk8vmJTuUp0UHMHpJKsM79t4y2JiZUxyMTeziVRwRpeHxSL8IC5XclREunU+u4pc8tJAQnONX9pcdfiA+Jb3AbGpWGad2nkRya7FR3ddrVJIc5lzcHWUUlWp2TRVVkFFTyyW9ZVBnNjOsdz5DO7UhtF+zrrvmdsmoTJwqrWLw5k9xSPSO7xTCuVzwdooJ83TUhRCPKrcxl0+lNrM1cS7g2nBk9ZpAalkpkQOOtlsytzGVb7ja+Pf4twZpgpnefTueIzkQFRDXK+b29fkuAI1qtimoTRquVqGC5LVUXk8WK2WIjQKP06cZcQoimVW2uRqVQoVU13S3opmpDsokL8V8hcovFYxqVEo3s6ydEqxeoDmwVbXhC5uAIIYQQotWRAEcIIYQQrY4EOEIIIYRodWQOjmi1CsoNWGw2IgI16JpogklhhQGz1UZ4oIYAD9qoMpop15vRqJREBcs+M0II0VQkwBGtTl6Znu/35/HBpkyqDGYu6xXPjUNTSY4KarQVQvnletIPnuG9X49Trjczqlsstw7vRHJUECoXWwCbzFZOFFXy5k/H2HSskOgQLbeP6MyQztG0C5FVXkII0dhkmbhoVfLL9cz5eCdbM4scysMDNXxz99BG2QunoMLA/ct2k37ojEN5sFbFN3OGkhbrnLF8X3Yp1yzahMFsdSiffH4ij17ek0gZzRFCiFpJNnHRph3KLXcKbsCeTfz1n45SbWp4AsnMgkqn4Aag0mjh+bWHqDCYHMqLq4w8+s0+p+AG4Mud2eSW6RvcJyGEEI4kwBGtypc7st3WrdmbQ0mVyW29p1bvzXFbt/5AHmXnZOEuqzaxM6vE7XN+PVLQ4D4JIYRwJAGOaFXqyiauoOFzcGqbTKxRKZ1aUCoUbpNaAug08jYUQojGJp+solWZOijJbd11A5OIDmn47saX93VOWnfW5PMTnebTRARpuKR7rNvnDE1r1+A+CSGEcCQBjmhVUqKDXAY5KdFB3DAkFY2q4cvF20cEcsuwjs7l4QHcPSrNaYQnNEDDIxN7EO1iIvGDY7sRGyqrqIQQorHJKirR6hRWGDiaX8EHmzOp1Ju58vxEhnSKJiGi8fKjFFcaOXamgsWbMimpNjGhTwIjusbQvpY2ThVXsW5/Hj8eyCcmTMfswamktgsmXHJmCSFEnSSbeB0kwGk7jGYrZquVIG3TbfdkNFuxWG0Eaj0bGbLZbOhNVtQqBRqVDKAKIYSnJJu4EP+lVSvRNvFdWG0tk5pdUSgUHgdDQggh6k++QgohhBCi1ZEARwghhBCtjgQ4QgghhGh1ZA5OK1euN1FltBCgUbXo1ToVehOVRgtatZLIIMnbJISov8LqQiw2C+HacHRq2aahtZIAp5Uq15s4nFfOq98f5kh+JantgrhvTFd6JIQR1oICnWqTheNnKlj4w1F2nywhITyAOZek0T85UhJUCiG8cqbqDBtObWDJgSVUmioZkTiC63tdT4fQDigVckOjtZFl4q2Q2WJl1Z4c/vrZLqe6+Vf34ZoBiWjVLWMlz8ajBcz6z29Yz/krnTMqjdtHdCI0oOUEa0II3ymoLmDeL/PYkrPFoTxEE8InEz+hY7jz5p3CvzTpMnGbzcaGDRv45ZdfyMzMpKqqipiYGM4//3zGjBlDUpL7bfJF88krN/DoN/tc1j3x7R9c3LUdHSKDmrlX3ssv0/PQl3ucghuAN9OPMmVABwlwhBAeySzNdApuACpMFbyx6w2eHPIkQRr//1wUnvNoTK66uppnn32WpKQkxo8fz6pVqygpKUGlUnH06FEee+wxOnbsyIQJE9iyxfkPSDSvogojZXqzyzq9yUp+uaGZe1Q/JdUmThZVu6yz2uBgblkz90gI0VKtyVjjtu6HrB8oM8rnSWvj0QhO165dufDCC3nrrbcYO3YsGo3zt+YTJ07wySefMHXqVB555BFuvfXWRu+s8ExdG+SqlQ3PqN0cVLWl4Mb7TfaEEG1XbZOJNUoNClrG56LwnEdXiDVr1vDFF19w+eWXuwxuAFJSUpg3bx5Hjhxh5MiRjdlH4aWoYB1xYa7fzBFBGtqFtIxVAxFBGnomuL7PqlUp6RIb2sw9EkK0VBM7TnRbd2XnK4kMiGzG3ojm4FGA07t3b49PqNVq6dKlS707JBouLkzHwmnno1E5fiNRKRW8Nu184sICfNQz70SH6Hjh2r4Eu0ht8Nw1fYiRLNxCCA8lhiQyvft0p/L2we25sfeNaFWyKrO1qdcqKr1ez549e8jPz8dqtTrUXXHFFY3WuabQFlZRARjNFk4VV7Ns+yn2ZJfQIz6M6Rck0yEyEJ2mZaygArBYbWSXVPHNztNsySgkJSqYWYNTSI4KIlgnuxwIITxXrC8mozSDpQeWUmoqZVzqOAa3H0xCcIKvuyY80OTZxNeuXcv1119PQUGB88kUCiwWizena3ZtJcA5y2K1YTBb0KmUqFpw9mqr1YbebEGrUqJuwa9DCOF7RosRi81CoDrQ110RXvD2+u31lWLOnDlce+215OTkYLVaHR7+Hty0RSqlgiCtukUHNwDK/74OCW6EEA2lVWkluGkDvL5a5OfnM3fuXOLi4pqiP0IIIYQQDeZ1gDNlyhTS09OboCtCCCGEEI3D6zk4VVVVXHvttcTExNCnTx+nZeP33ntvo3awsbW1OThCCCFEa9CkqRoAPvnkE7777jsCAwNJT09H8afN2BQKhd8HOKJlKqowUG4wo1MriQ/37N75qeIqrFYb0cFagj1I6VBlMFNuMKNVKf0qkWdhhQGz1UZYgJpArawcE0IIT3j9afnII4/w5JNP8tBDD6FUNmzC56JFi1i0aBGZmZkA9OrVi3/961+MHz/e5fHp6emMGjXKqfzAgQN07969QX0R/qms2kRGQSX//vEI+7LLSAgP4LbhnTg/OcJtoHOyqIp1+3NZuvUkVQYzo7rHctOwjnSMDnL5N2s0W8goqOLfPx5he2YxMaE67h7VmUGpUUT7cFPEM+V6Nh4t5J2fj1NcZWRoWjvuHNGZlOggmWwthBB18PoWVVRUFNu2baNz584NbnzlypWoVCrS0tIAWLx4MS+88AI7d+6kV69eTsefDXAOHTrkMDwVExODSuXZ3i5yi6pl+elgPjcv3uaUcPO2iztx2/COtAt13LTwZHEV9326i+0nih3KwwM1LL9zMGkudj/+/UQRU9/egvmcRm4YnMLcy7oRHtj8CT2LKg3865s/+HZPjkO5Tq3kq7uG0rO9/O0KIdqWJl8mfsMNN/DZZ5/Vq3PnmjRpEhMmTKBr16507dqVZ555hpCQkDoTdsbGxhIfH1/z8DS4ES3LyaJK/rVin8ts4u/9epziKpNT+eHccqfgBqC02sTrPx6lrNrxOQUVBh7+cp9TcAOwePMJCnyUmPR0id4puAEwmK08+e0flFYbfdArIYRoOby+RWWxWHj++ef57rvv6Nu3r9Mk45dffrleHbFYLCxbtozKykoGDx5c67Hnn38+er2enj178sgjj7i8bXWWwWDAYPjfRaqsTDLGthSl1eZas4n/cbqMLnGOIzIrdp12e77v9+dx36VdCfvTiExZtYlDeeVun7P9RDGdY0O87HnD/XQw323dluNFlFWbCQ/0n3lCQgjhb7wOcPbu3cv5558PwL59+xzqFHVkf3Z3vsGDB6PX6wkJCeGrr76iZ8+eLo9NSEjgnXfeYcCAARgMBj766CNGjx5Neno6w4cPd/mc+fPn88QTT3jdL+F7qjqynus0zgOQuloyjLvKPq6s4282wEUbzaG2dBoqpYJ6vNWEEKJNqVcuqsZkNBrJysqipKSE5cuX895777Fhwwa3Qc65Jk2ahEKhYMWKFS7rXY3gJCUlyRycFuB0STW3LN7O/hznUTetSsnav11MpxjH0ZXfjhcy9R3XtzhvHJrKA+O6Eaj5X1xfUmXk9o+281uG820tpQJ+un8kKdHBDXwl3juSV86lr/zssm5Cn3hemHKe5OISQrQpTT4Hp7S0lKKiIqfyoqKiet3+0Wq1pKWlMXDgQObPn895553Ha6+95vHzL7roIo4cOeK2XqfTERYW5vAQLUP7iECendzHZTbxp67qRTsXK5ySooKYfH6iU3lKdBCzh6Q6BDcAEUFanr6qD2GBzsHCE1f0IsZHq6jiwgL425guTuUxIToeHNddghshhKiD15+S06ZNY9KkSdx1110O5Z9//jkrVqxg9erVDeqQzWZzGHGpy86dO0lIkEywrVWvhDBW3DOMr3dmsyOrmMSIQGZdlEKHyECHuTRntY8I5P6x3bj6/EQ+/i2LKqOZ8X3iGdK5nduRmLTYEFbdczGr9+bwy5EC2kcEcP3gVFKigwjyUSARFqhh9pBURnaLYfHGE5ypMHBZrzhGd48jMVJy6AghRF3qtUx848aN9OjRw6H84MGDDB06lMLCQo/P9fDDDzN+/HiSkpIoLy/n008/ZcGCBaxdu5ZLL72UefPmkZ2dzYcffgjAq6++SmpqKr169cJoNLJkyRIWLFjA8uXLmTx5skdtyjLxlslisVJuMBOoUdU6P+XPqgxmTBYr4UGeTca12WzoTVY0KoVf7TNjNFuxWG0EaJT1mucmhBCtQZPvZGwwGDCbzU7lJpOJ6mrXK17cycvLY9asWeTk5BAeHk7fvn1rghuAnJwcsrKyao43Go3cf//9ZGdnExgYSK9evVi1ahUTJkzw9mWIFkalUhLhYaBylrejLwqFgkAXt8N8zdXkaCGEELXzegRn5MiR9OnTh3//+98O5XfffTd79uzhl19+adQONjYZwRFCCCFaniYfwXnmmWcYM2YMu3fvZvTo0QD88MMPbNu2jXXr1nnfYyGEEEKIRub12PfQoUPZvHkzSUlJfP7556xcuZK0tDT27NnDxRdf3BR9FEIIIYTwis/3wWlube0WVbneRJXRQoBG1WQ5lQorDFQazOg0KuLCAup+Qj3UJ5t4QbkBi81GRKDGo4nJzZFNvLTKSEm1CY1KSfsIWQ1VK7MRqotAoYTgGJpid0OzxUyxoRiFQkFUQBRKRd3f+coMZRgsBgLVgYRom3+XayHaqia5RVVZWUlwsOebnXl7vGh85XoTh/PKefX7wxzJryS1XRD3jelKj4Qwl8ur66O40sixMxX8+8ejHMotp0NkIHeM7Eyf9uHEhTdOoFOfbOJ5ZXq+35/HB5syqTKYuaxXPDcOTSU5KsjlKqTmyCZebTCTWVTFovRjbM0oIjpEy41DUhncOZrEyKBGaaPVsNmg5AT89g4cWAGaABh0K/S4AsIab0uI7PJslh1extrMtaiVaqZ0mcL4juOJC45zeXyZoYwDRQd4a/dbnCw/SZeILtzZ7046h3cmWCufd0L4G49GcBISErjnnnuYPXs27du3d3mMzWZj/fr1vPzyywwfPpx58+Y1emcbQ1sYwTFbrKzak8NfP9vlVDf/6j5cMyARrbphq4XMZivf7c9jztIdnPsX9PdLuzJrcIrXq55c8TabeH65njkf72RrpuNmlOGBGr65eyip7ZwvRM2RTXxnVjHT3tmCwWx1KJ/UN4GHJ/QgQUZz/qcoA967BKrO2VA0cRBM+whCGx7kZFdkM2v1LM5Un3Eo7xrZlTdHv+kU5BjMBpYfWc78rfOdzvXSiJcYnTwaldL/VuAJ0Zo0yU7G6enp7Ny5k44dO3LhhRdy991388wzz/DSSy/xyCOPMHnyZNq3b8/NN9/MFVdcwQMPPNDgFyLqL6/cwKPf7HNZ98S3f5DfCBmys0ureXzFH07BDcDCH49QWNnwbNf1ySZ+KLfcKbiB/2YT/+ko1SbHLQ6aI5t4bmk1T67c7xTcAKzck8OZCt9kLPdLZj1sWugc3ABkb4OcvQ1vwmJm2aFlTsENwOHiw+zM3+lUXlBdwEvbX3J5vqe2POXyXEII3/IowOnWrRvLli3j2LFjTJs2jdOnT/PFF1/w7rvvkp6eTmJiIu+++y6ZmZnceeedqFTyTcaXiiqMlOmd9yoC0JusjRLglFSZ3F6YTRYbJworG9yGJ9nEz/Xljmy351uzN4eSc4IiT7KJN1SFwczOkyVu6zcclotjjaoi2P+N+/qdS8BqaVATJYYS1maudVv/5dEvqTY7/t3lVeVhtLoO2ksMJRTrG/53IoRoXF4tE+/QoQP33Xcf9913X1P1RzSCujbhVdeRpduzNmo/h7YRdgJuimziChzP2RzZxBXYs3+7uxlcW5/bHIUCVLXc2tQEAA37+1UoFGiU7m876pQ6lOd896vr9pPcnhLC/8gnaysUFawjLsz15NiIII3LJJXeCg9UkxrtenJskFbVKBNnwwM19ExwfZ9Vq1LSLS7UqXzqoCS357tuYBLRIY4XtoggDRd2jHR5vFIB/ZIiPO+wGxFBGkZ0iXFbP6Kr+7o2JygGzp/lvn7AjaBs2MdWZEAk13a91m39tO7T0Kkd3yOxgbGEaFyvmGof3J4IXUSD+iSEaHwS4LRCcWE6Fk47H43K8ZuuSqngtWnnN8pS7qSoYJ6fcp7T6INSAc9d05d4NwGWN+qTTTwlOshlkJMSHcQNQ1LRnHP7tDmyiUeH6Hh4Yg+iXSw9/9uYLi7L2yyVGgbMhnbOmdTpO811uZeUCiVjU8fSPbK7U90lSZfQLaqbU3lMUAwLLl7gtIxcq9SyYPgCYoNiG9wvIUTjkn1wWimj2cKp4mqWbT/FnuwSesSHMf2CZDpEBnqcrLIuBpOZrKJqlu84xd7sUlKig5h5YQqJEYGNsoIKwGS2klVc5TKbeGSw6+CjsMLA0fwKPticSaXezJXnJzKkU7TblUo2m41TxdUus4mHBjTe3kGZBZWs2ZfDxqOFRIdomXVRCslRQcQ20d5BLVppNpzYCLs/BW0QXHAbxPSAkMYb7cqvymdX/i6+OvoVGqWG6d2n0zWyK9GB0S6P15v1ZFdk88WhLzhaepQ+7fpwZdqVJAYnolb5Juu8EG2Jt9dvCXBaOYvVhsFsQadSomqiDNkmi5VKLzN9e6s+2cSNZitmq5UgrWcXn+bIJm61Wik3WNCpFQRo5KJYJ2MVKFWgbpz9iFzRm/UoUDjdlnLHYrVgtBjRqrQy90aIZtTkuahEy6JSKjy+wNeXph6Zvr1Vn2ziWrUSrRd3YZsjm7hSqSQ8UO4Me0zb9JsgBqi9G0FTKVUEKmXfIiH8Xb2ufCUlJWzdupX8/HysVse9Pa6//vpG6ZgQQgghRH15HeCsXLmSmTNnUllZSWhoqMPW9wqFQgIcIYQQQvic12Plf//737npppsoLy+npKSE4uLimkdRkYvdR4UQQgghmpnXIzjZ2dnce++9BAVJgkDRfCr0JiqNFrRqJZEezsXxNpu4EJ4oqzyDwaK3ZxMPaufr7tRbUXURleZKAlQBxATJXkyi9fE6wBk7dizbt2+nU6dOTdEfIRxUmywcP1PBwh+OsvtkCQnhAcy5JI3+yZFEutk/xtts4kJ4oqwynwPFh3hr7384WXGKLhGduLPP7XQO70hwYJSvu+ex4upijpcd5+09b3O85DiJIYnc0ucWukV1k/18RKvi0TLxFStW1Pz/mTNnePLJJ7nxxhvp06cPGo3jPiFXXHFF4/eyEbW1ZeIt3cajBcz6z29OCTfnjErj9hGdnPapqU82cSHqYjCUs/zwF8zf8bJT3UvD5jM6ZSwqdePtmdRUTGYT67LW8dAvDznV3TfgPq7tci2hOucdwoXwB02yD47Sw63RFQoFFkvDEuE1NQlwWo78Mj3XvLXJZcJNpQJ+/PtIp4DllyNnmPWfrS7PN2VAB566qheBsv+M8FJ2SQZXrJziMuFmhC6CZeOXEB+e4oOeeSerLIuZq2dSYihxqtMqtSy/Yjmp4anN3i8hPOHt9dujyMVqtXr08PfgRrQsJdWmWrOJH8xteDZxITxRZzZxFwGDPyoxlLgMbgCMViOnK083b4eEaEJer6L68MMPMRgMTuVGo5EPP/ywUTolBICqjvkyWhdZuL3NJi6EJ1pLNnGVovZ+1pZlXYiWxusA58Ybb6S0tNSpvLy8nBtvvLFROiUE2LNw15ZNvEtsw7OJC+GJ2MCY2rOJa8ObuUf1E64Lp31we5d1IZoQmWQsWhWvAxybzeZyJcqpU6cID28Zb3LRMkSH6Hjh2r4us4k/d00fYkIbnk1cCE/EBCewYMiTrrOJD32K2DD3gbU/6RDagaeHPY1W6bgCUalQ8sSQJ4gPjPdRz4RofB4n2zz//PNRKBTs3r2bXr16oVb/b6KmxWIhIyODcePG8fnnnzdZZxuDTDJuWSxWG9klVXyz8zRbMgpJiQpm1mB7Fu5gnevJwt5mExfCE3pDGdkVp/ni8DKOlmfRJ7IrV6ZdTWJIB9SalpMR3mAycKryFF8f/ZqDRQdJCUvh2q7X0j64vaygEn6tybKJP/HEEzX//fvf/05IyP+Ga7VaLampqVxzzTVotU2bdLGhJMBpmaxWG3qzBa1K6XGmb2+ziQvhCYvZhNFciVYTjErVcm95miwmqkxVBGmC0LTg1yHajibLJv7YY48BkJqaytSpUwkIaDnfWETLp6xHVnRvs4kL4QmVWkOgOsLX3WgwjUpDuEqmFYjWy+uvtjfccENT9EMIIYQQotF4FOBERkZ6vMW9JNwUQgghhK95FOC8+uqrNf9fWFjI008/zdixYxk8eDAAmzdv5rvvvuPRRx9tkk4KIYQQQnjD40nGZ11zzTWMGjWKOXPmOJS//vrrrF+/nq+//rox+9fo/GmScWm1Cb3JQpBW5ZRTqbGU601UGS0EaFSEB9bdhsVi5XSpHhs24kID/CYLd32yiQs/U1UEFiNoQ0Dnek+Z1shsNlBSmQ8KiAyO92hicrmhnGpLNQGqAMJ0/rEYwmqzUqQvwmazEaGL8GhicqWxkipzFVqVlnCdB/N9bDaoPAM2KwRGgtp5K4jGUFhdiMVmIVwbjq6J2hCNr8lWUZ0VEhLCrl27SEtLcyg/cuQI559/PhUVFd71uJn5Q4BTVm1if04Zr64/TGZBFV3iQvjbmC50jQtttECnXG/icF45r35/mCP5laS2C+K+MV3pkRBGmJtAJ6uwkq92ZvPVzmzMVhvjeycw88JknyaorE82ceFnKgvg5Fb45QUoz4XEQTDiAYhOgxa0vLo+Tpee4OsjX7LyxDoUCgVXpY7nirQriQ9Ldnl8hbGCw8WHWbR7EcdLj9MxrCN39buLLpFdCNX6bgl3XmUeazPXsuzwMkwWE+M6juO6rteRGJro8vhqUzUZZRks2r2IA4UHiA+O546+d9A7pjcRugjXjZTlwMGVsPVdMFVDj0lwwW0QmQoeTpGoy5mqM2w4tYElB5ZQaapkROIIru91PR1COzjtcST8T5MHOCkpKcyZM4d//OMfDuUvvPACr7/+OidOnPCux83M1wGOwWThix2n+OdX+5zqXpvWj4l9EjxeBu2O2WJl1Z4c/vrZLqe6+Vf34ZoBiWjVjiMzWYWV3LR4O0fzHQPUhPAAlt56kc+CHG+ziQs/oy+Dn5+HTf92LFeq4PqVkDrUN/1qBjllWcxed6tTfqeUsBTeG/2mU5BjsphYnbGaRzY+4nSuJ4c8yeWdLvfJcu78qnzuWn8Xh4oPOZS3C2zHkvFLXAY5G7M3cuf6O7Hh+Ma9+7y7ub7X9QRpghyfUJ4Ln82CU+ckyg2MhFt/gqiODX4dBdUFzPtlHltytjiUh2hC+GTiJ3QMb3gbomk1SbLNP3viiSd46KGHmDhxIk8//TRPP/00l19+OfPmzavZK0e4d6bcwFPf7ndZ9+g3+8grd87z5a28cgOPfuMcQAE88e0f5Lto45cjBU7BDUBOqZ5lv5/EaGr+RKr5ZXoe+nKPU3AD8Gb6UQorXCc/FH6kIt85uAGwWmDlvfb6VshqsbDm+CqXyStPlJ3gl5MbnMrPVJ9h/tb5Ls+3YOsCCqoLGr2fntiRt8MpuAF7wPD54c8xW8wO5flV+Ty26TGn4AbgrT1vUagvdG4kd69zcANQXQwbXwOTvt79PyuzNNMpuAGoMFXwxq43qDJVNbgN4V+8DnBmz57Npk2biIiI4Msvv2T58uWEh4ezceNGZs+e3QRdbF3yKwzoTVaXdWXVZooa4aJdVGGkTG92Wac3WZ0CnKJKAyv3uM8ivGZvbqMEXt6qTzZx4WdydrmvKzxqv4C1QiVVeazKWu+2/psT31FW6RjcFemLqDRVujy+ylzlOjBoYnqznq+Pfu22fk3GGooNjv+GpYZS8qryXB5vsVk4XnLcsdBqhZ1L3Hdi/9dQ3fDVuWsy1rit+yHrB8qM8nnS2tRri9cLL7yQjz/+uLH70ibUlSG7gXenPDqHWunYB6VCgaaWJ2nVSpQ+SMJdn2ziws+o6pgn1UKycHtLqVCiVrr/eNUoNSjPyexdV6bvuuqbggIF2lr+DbUqrdMWInXNZXE6n0IB6lrSqKi0QMM/gGqbTKxRalA0QhvCv3h0hSgrK3P4/9oeonYxoTq3q5niwwKIaoSJs1HBOuLCXL+ZI4I0tAvRnVOmZfoF7pMFXjswicTIILf1TaU+2cSFn0noC+4u9IkDIDCqefvTTCJC4pnW+Wq39TPSriEkKNqhLDIgkuiAaJfHRwdEExkQ2ah99IROrWNa92lu66/tei1RAY7/hhG6CDpHdHZ9PpWO5NBzJlgrFDCglg1kz78egmM87rM7EztOdFt3ZecrffL7FU3LowAnMjKS/Hz7cGpERASRkZFOj7PlonaxoToWTuuH6pwhEa1KyWvT+hEX1vBVJXFhOhZOOx+NyrENlVLBa9POd9lG3w4RXNylnVN5n8RwLusZ1+A+1Ud9sokLPxMcC5e/6lyuC4Mr/g1BrTPAARjaYRj92vV1Kr8wbiD94vo5lccGxfLc8OecRn7UCjULLl5AbFBsU3W1Vt0iuzE6ebTL8nGp45xGbKIDo3l22LMEnjMqo0DBk0OepF2Q8+cM7brAedOdy6PTYOBsUDU8n1xiSCLTuzu30T64PTf2vrHWkSrRMnm0imrDhg0MHToUtVpNenp6rbsajxgxolE72Nh8vYoK7CupThVXs3RrFgdyy+jbIYJrB3SgQ1QgWlXjDEMbzfY2lm0/xZ7sEnrEhzH9gmQ6RAa63dvmVHEV+0+X8dn2k1gsNq7un0j/5EiSopp/9Oas+mQTF37GUA5FmbDtXSjJgo4joPfVEJ4MytZ9mzG/7BT7CvbyxfGVKBQKpna+kh5RPYkJ6+DyeKPFSHZFNl8e+ZKDRQfpHtWdyV0mkxiS6NMLcGF1IYeLD7P04FKMFiNXd7mafjH9iAt2/eXHbDWTU5nDqmOr+D3/d1JCU5jafSqJIYnOK6jOqjwD+Qdh69tgrILzpkHKUAh3vRS9Por1xWSUZrD0wFJKTaWMSx3H4PaDSQhOaLQ2RNNpsmXiR48eddr7piXyhwDnLIvFisFiRadWOY3oNFobVhsGswWdSonKwwk+FXoTNvCrJdj1ySYu/IzFZN/oTx3Y6gObc+kN5ShQoPNwg0OL1YLRYkSr0qLyo3lKBrMBGzYC1J6NNFttVgxmAxqVptY5SQ7MBvsqO23TfbEyWoxYbBanUSbh35osm3jXrl1JTExk1KhRNY/U1NSG9LXNU6mUBDXxxVpVjyzcIX4U2JxVn2ziws+oNPZHGxSg826+mEqpIlDpfxdfb3f9VSqUBGq8fB3NsLOw3I5qGzy+YmzYsIENGzaQnp7OnDlz0Ov1JCcnc8kll9QEPImJjTeUKIQQQghRX17vZAxgMpnYvHkz6enppKens2XLFgwGA2lpaRw65LwhlD/xp1tUQgghhPBMk6dq+LPq6mp+/fVXvvvuO959910qKiqwWJp/x1tvSIAjhBBCtDxNNgcHQK/Xs2nTJn766SfS09PZtm0bHTt2ZMSIESxatMjvV1C1Rd5mE29IGzq1kggPMn1bLBZOFdszlseE6gjWtc15GaJtMFvNlOhLAPteN/4yabiiIo9qcxU6lY6w0PZN0kZx1RkqTFXoVBpiQ5qmDSHc8TjAGTFiBNu2baNz584MHz6ce+65hxEjRhAX55s9UkTt6pNN3FtVBjNH8it4bf1h9ueUkxQVyL2XdKFPh3C3gc6JwkpW7c3hi+2nMFqsjOkRx/WDU+gU49nqEiFaktMVp/n66NesPGZfJn5V56u4Iu0K4oPjfdanyop8jlVksWjvOxwpOU6H4ETu6HMTPcLTCA9rnHmUpZWFnKg6xdu73+FQ8SHig+O5sdeN9I7qQVwTBVNCnMvjW1QajYaEhASuuuoqRo4cyfDhw2nXzsWGTX6uLdyiqk82cW9ZrTZ+OJjPbR9t59y/oHnjuzNrcIrTqqcThZXc9fEO/jjtuON1uxAtn90+mM4S5IhWJKcyh9lrZrvOJn7Zez4JciwmAz9mfc/cX+c51T14/t+YkjaZgKCGb9j6U9ZP/PWnvzol3Ly19y1c32MmEa42+xOiDk2WTbykpIR33nmHoKAgnnvuORITE+nTpw9z5szhiy++4MyZMw3quGg89ckm7n0beh7+cq9TcAPw4rpDFLhIGrr7ZIlTcANQUGHkg42ZVFZLdnDROlhtVtYcX+M+m/ipX3zQKzhTmcOT255zWffK7jcpNDY8+empshM889szLrOJ/98f71MsSS1FM/E4wAkODmbcuHEsWLCA3377jYKCAp5//nmCgoJ4/vnn6dChA717927KvgoPeZtNvD6Kq0ycqXB9HpPFRlZRlUNZpcHEN7vdZyz/7o9c8hohk7oQ/qDEUMKqjFVu67859g1lhua/0BcbSykxlLisM1qN5FTkNLiNUmN5rdnEj5QcaXAbQnii3rvMBQcHExUVRVRUFJGRkajVag4cONCYfRP15G028Xq1UVemb1XLyFguRFNQ4kk28ebfzVlVR5vqRtiIsa6s5zqV5JATzcPjd5jVamXr1q08//zzjB8/noiICIYMGcKbb75JfHw8b7zxBsePH2/KvgoPeZtNvD4igzWkRrveSj1IqyIxwrEuUKtm6kD3Gcsn9+9A+wj/27lViPqICIioNQv3jB4zCNE2/5yzCG0Y7YNdT/IN0YQQF9jwrN3h2tBas4mnhKU0uA0hPOFxgBMREcHgwYNZuHAh0dHRvPzyyxw+fJisrCwWL17M7NmzSUmRP1x/UJ9s4t6KDQ3g1an90Kkd/4SUCnhlaj9iwpxXUXWOCWZsL+dVd13jQrimf8MnPgvhT4a2H0q/mH5O5RcmXOiyvDnEhqfw3NCn0Cod359KhZL5gx8nJrDhGcsTQjvwxOAnXGYTf+TCR4jRtd4M8sK/eLyK6u2332bUqFF07dq1qfvUpNrCKiqoXzZxb5ktVk4VV/Pljmx+zyoiLSaEmRel0CEy0G3eqKyiSo7mV/Lp1iwMZiuX901gUGoUqe2CG6VPQviT/Kp89hXs44vDX9iziXebSo+oHsQENXykpL7Mhkqyq3L45ujX7C0+RFpoMlO6TiExML5RVlABGEzVnK7MYeWxlewt3EdiSCLXdb2W9sHxRARGN0obou1p1p2MW6K2EuCcVZ9s4vVtw5tM32XVRiw2G5FBcj9etH56s96eTbwZEkl6ymI2YjSWo9WEoNI0Tb8sFjMVxjIC1EHoNA0fORZtW5PuZCxanvpkE2+ONsICJZuvaDsC1P53cVeptQSqm3Y0RaVSEx4ot6SEbzT/NH4hhBBCiCYmAY4QQgghWh0JcIQQQgjR6ng0cWLFihUen/CKK66od2daMpPFSnGVEQUKooO1KD3Yta602oTeZCFIqyI0oOVm1C6sMFBpMKPTqDxagm6z2SioMGKz2YgM1qBR1b2qq0JvotJoQatWEulBxnK/ZawCfSmotBDcRPMf9GVQVQQqFYS733vIQVUhmI0QEAbaplnRVlKRi8lqIkgTQnBg3at1TBYTJYYSlAolUQFRKOrYXBKgtDIPo8VIkCaY4BY89yO/Mp8qSxWBqkDigj1IaGy1QGUBYIOgdqCq+6O9oqqAanO1PZt4cN3Lw602K0X6Imw2GxG6CDSNsClgY6gyVVFpqkSj1BAREOHRcwqrC7HYLIRrw/1q4re3ivXFmK1mQrQhTsvyXTGYDZQaS1EpVES3gdVsHgU4V111lUcnUygUWCwWjxtftGgRixYtIjMzE4BevXrxr3/9i/Hjx7t9zoYNG5g7dy5//PEH7du354EHHuCOO+7wuM2mcKq4iqVbT/LNrmzUSgXTBiVz5fntSQh3/QdXVm1if04Zr64/TGZBFV3iQvjbmC50jQttUYFOcaWRY2cq+PePRzmUW06HyEDuGNmZPu3DiQt3Hejkllazem8uS7acwGixMqFPArMuSiEpyvWmgdUmC8fPVLDwh6PsPllCQngAcy5Jo39yJJHBLSjQMZug+Dj88jJk/my/CA39K3QcDiEN33vE3oYBio7Dxtcg42cIjIBBt0LaaIhIdv2cijNwYiP8+gpU5kPyUBh+P0R1AnXj/H6Ly3PYVbCbd/Yv5kzVGfpG9+SOvreTHJpCgM55szubzUZ2RTZLDy7l+xPfE6AKYFr3aYxJHkOsmwtxSUUufxTuZ9Ef/0duZS49IrtyZ9/b6RiWSmBAeKO8juaQV5lHZlkm7+x5h8yyTFLCUritz210DO/oPtApPQW7P4NdS8BmhT5Tof8siHAd3FZWF3GsNINFe9/+Uzbxm+kR1Y1wN23kVeaxNnMtyw4vw2QxMa7jOK7reh2JoY2Tfbw+9GY9WWVZvL3nbXaf2U1MUAy39bmN82LPIyrAdXB7puoMG05tYMmBJVSaKhmROILre11Ph9AOPtlZur4KqwvZmruV/9v3fxTri7kg/gJu7nMzyaHJLgNPi9VCdkU2i/9YzM/ZPxOiCWFWz1lcnHixT7csaGo+XSa+cuVKVCoVaWlpACxevJgXXniBnTt30qtXL6fjMzIy6N27N7feeiu33347Gzdu5K677mLp0qVcc801HrXZ2MvETxVXMWXRZnLL9A7lXeJC+PCmC5yCHIPJwhc7TvHPr5yTYb42rR8T+yR4vNTal8xmK9/tz2PO0h1OCTf/fmlXZg1OIeKckZbcMj23Lt7G3mznbOJf3jWUZBdBzsajBcz6z29Yz2ljzqg0bh/RqeUEhDm74T+X2oOQP+s7DcbNh6BGGG3I2QP/NxZMjnnA6HIZTHzZ+YJXVQzrH4Mdix3LVRq4cS10GNjgLpVXFfDOnnf44NBSxyYUKt4bvYiBiYOdnnOy/CQzVs1wypl0XrvzeHnUy8QGOQY5VdVFfHTgY17f+45DuQIFb4x8hYtTRjf4dTSHSmMlqzNW8+SWJ53qHrnoES7veDnB546ulWbDh1dA4VHH8vAkuHGN07+5xWzixxPrmPvrQ05tPNj/b0zpei0BOsfPxfyqfO5afxeHig85lLcLbMeS8Ut8FuT8nvc7N393Mxab45fqG3rewO3n3U6oNtShvKC6gHm/zGNLzhaH8hBNCJ9M/ISO4R2bvM+NoURfwovbX+SbY984lGuUGpZMWELP6J5Oz8kozWD6qulUmiodyoe2H8ozw55pMaM5TZZNvClMmjSJCRMm0LVrV7p27cozzzxDSEgIW7ZscXn8W2+9RXJyMq+++io9evTglltu4aabbuLFF19s5p7bWSxWlm0/5RTcABzJq2DzsUKn8jPlBp76dr/L8z36zT7yGiERZnPILq3m8RV/uMwmvvDHIxRWus4mfm5wA/Zs4os3ZWA0O35Q5ZfpeejLPU7BDcCb6UcpbCnJOauKYNXfnYMbgD2fQpn7JKQeq8iH7//lHNwAHFln/5bv9Jxc5+AGwGKCVXOh0vnv11uF+mKn4AbsSRef2PosBeXZDuUGs4EP9n3gMiHk7oLdHCo65FReaChh0b7/OJXbsPHE1vnkl52s/wtoRmeqz/DS7y+5rHt5+8ucqT7jXHH0e+fgBqD0JOz7AqxWxzYqT/PktgUu23hl15sUVjv/m+/I2+EU3IA9YPj88OeYLa4T+zalgqoCHt/0uFNwA7B4/2KXryOzNNMpuAGoMFXwxq43qHL13vFD+VX5TsENgMlq4tktzzq9dypNlby24zWn4AZg4+mNZJVnNVVXfa5eAU5lZSWrV6/mrbfeYuHChQ6P+rJYLHz66adUVlYyeLDztzqAzZs3c9lllzmUjR07lu3bt2MymVw+x2AwUFZW5vBoLEVVRlbWkiF72fZTVBoc+5VfYUBvsro8vqzaTFELuWiX1JFN/ESh45vJZLby+Xb3F5qVu3MornL8XZVUmzhZVO3yeKsNDuY2fzbmetGXwqlt7uuP/9TwNgxlkJHuvv7gt85lJza6Pz5nN+hLGtor9hfsdVuXWZZJmdHx37DEUML3J753+5yvjnyFxep4UcsoOebyQgeQV5VHqaHUix77TpG+yOVFCKDKXEWRvsixUF8Kuz5xf8I9n0G143OKDSW1ZxOvdMwmrjfr+fro126bWJOxhmJDsfs+NJFyUzmZZZlu6/cVOI+Qr8lY4/b4H7J+cPpb9FeugrSzdhfsptxY7lBWbiwn/WS62+eszVjbSD3zP17vALdz504mTJhAVVUVlZWVREVFUVBQQFBQELGxsdx7771enW/v3r0MHjwYvV5PSEgIX331FT17Og+xAeTm5hIX53iPOC4uDrPZTEFBAQkJCU7PmT9/Pk888YRXffKUZxmyHevrysLdAu5OAfbN/WqjPfeFKEBXx+/q3DPWmbFc3UJ+WQolKBS4HO4CaJRN4JSgVNtHXzxto66szo0wJ0Grqn0ej/KczNMKhaLWyas6tc5psrGmrjaULSPHmaqOfjrVK1T2yepun6Cz/939uaiOTN9qpePvXoGi1n9DrUrr0eTvxlbXfBlXfa5tMrFGqUHh9Ankn2rLxq5AgdLFuIVaqXY7P9YfN6FsLF5/gt13331MmjSJoqIiAgMD2bJlCydOnGDAgAH1ulXUrVs3du3axZYtW7jzzju54YYb2L/f9S0cwOnNdHYKkbs32bx58ygtLa15nDzZeMPVUcFaZl7kZvImcP3gFAK1jh8oMaE6wgNdf4DHhwUQ1UImzoYHqmvPJh7pWKdRKfnLYPfJWGdckEz0OVnOI4I09ExwfZ9Vq1LSJTbUZZ3fCYyCLmPd13ca2fA2gqKgey0rGHtMci5LGeJ0Afxfn0aBByud6tI9uidqhevvUX2iexOhdZwAHBUQxdVpV7s937Vdr3W6uCWHJrv90O8U3okIbctIyRKhjSA6wPVciOiAaCK0EY6FuhC44Db3Jxx0CwQ5ni9CF157NvFzJpzq1Lpas6Jf2/VatxN6m1K4Npy+7fq6rFMr1PSI7uFUPrHjRLfnu7LzlUQGNE4erqZ2YcKFbuuGdxhOuM7xPRWpi2RSZxfv//8an+p+UU9L53WAs2vXLv7+97+jUqlQqVQYDAaSkpJ4/vnnefjhh73ugFarJS0tjYEDBzJ//nzOO+88XnvtNZfHxsfHk5ub61CWn5+PWq0mOtr1B4NOpyMsLMzh0VgUCgWX9Yynb6LzOUd2i6FvB+fVG7GhOhZO6+c0AqJVKXltWr9GyfTdHJKignl+ynkus4k/d01f4sOcLzhd40K5vK/zKFu3+BCu7p/o9DuJDtHxwrV9CdY6f+t87po+xIS2kOWdAaEw9hkIbudcN/pxCPFgGXBdAiNg1MMQ6vz75aK7IDTeuTwkDi571sW5ImHC8/ZzNlB0QDSPDnrAuWlNCI9f9AgR57x2tVLNlK5T6BjmPOFzUqdJpIanOpXHBMXy9EX/cvoGHqgO5NkhTxDtw5U+3mgf0p6nhj6FWukYEKoVap4c+iTtQ1wEJkkX2IPRc3W4ANLGOBXHhiXx3NCn3WQTf4KYQOe/k26R3Rid7DxRu1tkN8aljvPJ6qOIgAgeH/I4IRrnVXj/vOiftAtwfq8lhiQyvft0p/L2we25sfeNdY42+ot2ge24b8B9TuWRukj+MfAfhGgdfyc6tY5b+txCQrDzZ8NfevyF+BAXnw2thNerqGJiYti4cSNdu3alW7duLFy4kLFjx3Lw4EH69+9PVVXDJmqNHj2apKQkPvjgA6e6Bx98kJUrVzqM8Nx5553s2rWLzZs3e3T+pki2mVemZ8eJYj7bdhK1SsGsi1Lo2T7c7QXYYLJn+l66NYsDuWX07RDBtQM60CEqEK0He8L4C4PJTFZRNct3nGJvdikp0UHMvDCFxIhApxVUZxWUGziUV86HmzPRm6xcM6ADF6RGEe9mWbnFaiO7pIpvdp5mS0YhKVHBzBqcQnJUEMG6FpZKrSQLDq6Cw9/Zg4sLb7cvx26EQKJG0XE4vBYOr/vvMvFb7G2Euf7Wjr4UijJg6zv2yc5pY6DHFRDpfmTSW5VVhZysPM1nhz4juyqfC2LOY1ynibQP6YDSzX4teZV5bM/bzopjKwhSBzG9+3TSItKIcrO3TZW+mOyKHD4//DmZFdn0j+7F5Z2vICEkEXUL2uekTF9GbnUuXx75kmMlx+gc0ZnJaZNJCE4gVOdmxLI8zz5navt79mXi/WdD4gAIcxHsAmajnuzKU+dkE7+WxJD2TiuoziqsLuRw8WGWHlyK0WLk6i5X0y+mn2d79DQRq81KTkUOazPXsiVnS00AkxiS6HSRP6tYX0xGaQZLDyyl1FTKuNRxDG4/2OXF35+VGcrIKs9i6YGlnKk+w/AOw7kk+RLXQfB/5Vbmsun0JtZmriVcG86MHjNIDUttMSNX0AzZxC+77DJmz57NjBkzuOOOO9i5cyf33nsvH330EcXFxfz2228en+vhhx9m/PjxJCUlUV5ezqeffsqCBQtYu3Ytl156KfPmzSM7O5sPP/wQ+N8y8dtvv51bb72VzZs3c8cdd/h0mfif6U1me8ZgjWdBisVixWCxolOr6pzT4s9MFiuVBjOBGpXHr91gtmC12QjUeBakWK029F5mLPdLNpt9pZNKa1+O3VSqi0EVANq6N/8C7HN3LEbQBLm/bdVAZpMBk6UanSYUpYeBfLW5GpVC5fG3a7PZgMnsXRv+yGA2UGmqJFgT7PlGdCY9YAONZ//mFosJo6kSrToYldqzv0WD2YANm1/N27DarBjMBjRKDWoPNjgEMFqMWGwWjzbH82dmqxmTxUSAOsDjuVDevqf8SZNnE3/22WcpL7fP0n7qqae44YYbuPPOO0lLS+P999/36lx5eXnMmjWLnJwcwsPD6du3b01wA5CTk0NW1v+WsHXs2JHVq1dz33338cYbb9C+fXsWLlzocXDT1AI8vFifpVIpCWrJF+v/0qiUbkds3NGpvbv4KJshK3qzUCiabKdgB97On1FpmjbgAtQaHWqNd6Mp3l6A1GpdixqxcUen1nm/w67Gu6BDpdIQqIrw6jn+uOuvUqEk0MOg7qyWeHF3Ra1UO93SrEtLD+q84dON/nyhKUdwhBBCCNE0mnwE56z8/HwOHTqEQqGgW7duxMS03u2ehRBCCNGyeH1/pKysjFmzZpGYmMiIESMYPnw47du35y9/+QulpS1jQy0hhBBCtG5eBzi33HILv/32G99++y0lJSWUlpby7bffsn37dm699dam6GOrVVptIq9MT7nezeZsQtSHqRrKc/+bXdpDVYVQlgNG1zvp+oTZaH8dFfnuN0k8V3Wx/TmG8rqPBfvk6vJcqMhzSmvgTpmhjDNVZ6gwVnjYhtneRnmePet3U7Ba7Ocvz7W3JxpVlamKM1VnKNY3/67Nov68noMTHBzMd999x7BhwxzKf/nlF8aNG0dlpR99QLrgD3NwWks2ceFnLGYozoCNC+HYD/Zl4oPvgc6XQKib5bzNkE3cazYblJyA396BAyvsk2cH3Wpfvu5m6TNVRXB6B2x4zp53K/48GPkQtOsKWtcbUlJyAra9D398CSo19L8R+kyGMNf75pQZyjhQdIC3dr/FyfKTdInowp397qRzeGfnJJg1bZyEnR/Z0yYolNBvJpw3DcI71OMX44aX2cSF54wWIyfLT/LunnfZnredqIAobu59MwPjB7aYBJWtSZMvE09OTmbVqlX06dPHoXzPnj1MmDCBU6dcJPXzI74OcFpLNnHhh/IPwLuXOCfc7DYRJr0GIefMk2uGbOL1UpQB711iD1r+LHEQTPvIeTNDQwVsWQQ/Pe1YrlDAjGXQ5VLnNkqy7Nndyx03DiWuN8xc5rRvkMFsYPmR5czfOt/pVC+NeInRyaOdUymUnoL3x9vb+rPoznD9SghvhA0IvcwmLryzr2Af16+5HpPVcZR9ctpk7ht4HxG6CN90rI1q8mzijzzyCHPnziUn539J2XJzc/nHP/7Bo48+6u3p2pzWkk1c+Bl9Kax7xHU28UOroNRFxuBmyCbuNbMeNi10Dm4AsrdBjovknZVnYINz4IHNBivvtd96+zOLCba/7xzcAOTtgyznZIYF1QW8tN11pu+ntjzlnOnbaoW9XzgHNwCFx+wZ3huDl9nEheeK9cU8tfkpp+AG4MujX1JQ7cUtYOETXgc4ixYtYsuWLaSkpJCWlkZaWhrJycls2rSJt99+m/79+9c8hLPWkk1c+Bl9mf22lDsHfJNN3GtVRbD/G/f1O5c4z2MpOOx+bkvZaaeM2lQVwr7ltbTxERgdA8W8qjyMVtfvzRJDifPcjOoi2Pu5+zZ2fQzVJe7rPVGPbOLCc+XGcvYXuc+LuDVnazP2RtSH18vEr7rqqiboRtvRWrKJCz+jUNSeTdzVRmjNkE3cawpF7RmyNQFwbtbnujZtOzeDtkJZ+6aGKp3Ta/c+07ey9n6pndvwWj2yiQvPKRVKFCiw4XoWR21ZvYV/8DrAeeyxx5qiH23G2WzipdXOF6KWlE1c+JnAKOg12f6t3ZXulzuXnc0m7moaXiNlE/daUAycPwt+ft51/YAbQXlOYBDVCdQB9ttb54rpZs+07tBGOxh4E3znJjnwBbc67QocGxhLiCaECpPzyqn2we2d52IERdnzgH1zt5s2boOABs4BPJtNPPMX1/UusokLz4XpwhjcfjCbTm9yqlOgYGC8j+aoCY/V6ytESUkJ7733HvPmzaOoyD4EumPHDrKzsxu1c61Ra8kmLvyMNsh9NvFh97lOttkM2cS9plLDgNnQrotzXd9prstD4+GqRc6jFZoguPptCIl1LFcqodfVEN/X+VzdLof4Pk7FMUExLLh4gVPmbK1Sy4LhC4gNinV6DmmjocOFzuUdR0KSi/L68DKbuPBcmDaMhy54yOVE4vsH3i+rqFoAr1dR7dmzhzFjxhAeHk5mZiaHDh2iU6dOPProo5w4caImMaa/8vUqKmg92cSFHyo5aZ94un+F/dv7hbdDdJrzKMZZzZBNvF5Ks+1zhHZ/ag/eLrgNYno4rwQ7y1gBxVmw/f+g8AgkD4a+U+2ridwlYCw7DSe32ufcqLT2kZu43s4B0X/pzXqyK7L54tAXHC09Sp92fbgy7UoSgxPdJ3ksz4HsHfD7+/ZbUgNvhoTz7EFZY/Eym7jwTnZFNj+c+IFfs38lNiiW6d2nkxSaRJibzOui6TT5MvExY8bQv39/nn/+eUJDQ9m9ezedOnVi06ZNzJgxg8zMzPr2vVn4Q4BzVmvJJi78kLESlBrP97Jphmzi9WKsAqXKPmfFExYzWAygDnS+leWOqco+n8XDNixWC0aLEa1KW+fcnP+1UQ0ovE6I6RUvs4kLz9lsNvRmPRqVxuvklqLxNHkuqm3btvH22287lScmJpKb62LZpXCrtWQTF37I24zlzZBNvF7cbdLnjkrtfsTGHY13baiUKgKVXgYRzRF0NGXw1MYpFAqvM5YL3/P66hoQEEBZWZlT+aFDhyThphBCCCH8gtcBzpVXXsmTTz6JyWRfBaRQKMjKyuKhhx7immuuafQOCiGEEEJ4y+sA58UXX+TMmTPExsZSXV3NiBEjSEtLIzQ0lGeeeaYp+iiEEEII4RWv5+CEhYXx66+/8uOPP7Jjxw6sViv9+/dnzBhZkiiEPzCYDZQZy1ApVEQFulk9da7SbPsk44AICKp7/xuD2UCpsRSVQuVfy2XLcuz74ehCIbhdnYebLWaKDcUoFAqiAqKcloG7bMJQhsFiIFAdSIg2pM7jDRYDZ6rOoEBBbFAsGk/mOulL7ZOf1UEQGF738c3BaoWqM/Z9k4Ki/XPOlh8pqi7CYrMQpg1D5+kk+Sbmt+/bJuL1KqqWzp9WUQnRmMxWM6fKT/H+vvfZeHoj4bpwbuh5A0PaD6FdkJuLfckpOPGrPVllZb5935bhf7dvnudiorLVZuVU+Sk+2v8R6afSCdYE85fuf2FE0ghignw4B6/sNJzeCRtftSe5jOsNIx6AqC4QFOHyKdnl2Sw7vIy1mWtRK9VM6TKF8R3HExfsOvN6fbKJZ5VlsfzIctZlrkOhUDCh4wSuTLuSpFA3STD1ZZC/H3561p6Col0XGPkwxPWEAB8GOmWn7ektfn/fvuKu12T7ZomRKb7rk58qqC5gU/YmFu9fTKmhlCHth3BT75voENrBZyuwLFYL2RXZLP5jMT9n/0yIJoRZPWdxceLFvn3feqnJlon/9ttvFBUVMX78+JqyDz/8kMcee4zKykquuuoq/v3vf6PT+Uek6o4EOKK1Olp8lBmrZ1BtrnYovyTpEh4b/JjzaE5ZDvzwBOxe6liu0sANK+17yZwjszST6aumO+3oe2H8hSwYvoB2gXWPmjS6ykL4bRH8/IJjuUIB1y2BHs67OGdXZDNr9SynJJldI7vy5ug3nYKc+mQTzyrL4tZ1t3K68rRDeUpYCotGLyIp7Jwgx2K0J+j8+k7n13jlG9D3urrTUjSFstPw8XWQd06i05A4uPl7CXL+pEhfxFObn2J91nqH8kB1IB9P+JgukS42qmwGGaUZTF81nUpTpUP50PZDeWbYMy1mNKfJsok//vjj7Nmzp+bnvXv3cvPNNzNmzBgeeughVq5cyfz5LjL6CiGaXLmhnBe3v+gU3AD8ePJHsitd7DJeecY5uAH7N/Q1D9pvW/1JlamKN3a94TJdwW+5v5FZmlnf7jdMVSH8+rJzuc0Ga/4BxZkOxWaLmWWHljlnAAcOFx9mZ/5Op3Jvs4lbrBZWZ6x2Cm4ATpSdYMOpDc4nKs+DNQ+4bIM1D9rrfSFri3NwA1CRZ99Y0V3+szbodMVpp+AGoNpczUvbX6LcWN7sfao0VfLajtecghuAjac3klXuIuN9K+FxgLNr1y5Gjx5d8/Onn37KhRdeyLvvvsvcuXNZuHAhn39eS/ZcIUSTKTeVu8yZc9aPWT86F2b87P6EObvB4LgdRJmxzPV5/mvV8VV19rNJnDlYRzZxx0zfJYYS1maudXu6L49+6RQoeptNPL8qn+9PfO+2jbWZazlTdU6AVXkGDG4ugMYK+y3E5maqhl1L3NfvW24PMAUA6SfT3dZtOr3JJwFOubG81n6tzXD/XmjpPA5wiouLiYv737Dthg0bGDduXM3PgwYN4uTJk43bOyGERxQoat1V12Xm47omPp4z4VaBotYJsgFqH200V+frcPy9KBQKNEr3r0On1KE856PR22ziSoWy1vkWGqUG1blZzuvaFdkX8zcUytqzzqu1OGV3b8O0tdxCVClUKHz0u6rtb9Fn79tm4HGAExcXR0ZGBgBGo5EdO3YwePD/7tGXl5ej0ciseiF8ISIggvGp493Wj04e7VyYOsx9WoaOI+wrqv4kMiCSKzpf4baNyzu5yFjeHKI627OJuxLTzSkremRAJNd2vdbt6aZ1n+a06uVsNnFXXGUTjwuOY3LaZLdtXNP1Guc5UUHtINjNhM/gGHt9c1Pr7Dm63Blwo/s+t0GjklwkPv2vcR3HEXHOe6o5ROoimdR5ktv62j43WjqPA5xx48bx0EMP8csvvzBv3jyCgoK4+OKLa+r37NlD586dm6STQojaBaoDuavfXS6zWt/c+2biglysDAqOhdGPuThZJIybD6GOz9GqtMzuNZvEkESnp0ztNtVlebMIjYdJr7nOJn7F6xDhOJlXqVAyNnUs3SO7O53qkqRL6BbVzam8PtnEhyYOpW8754zlg+IGcX7M+S5eRwJc8x/n5ddKNUx+z3Wm+OYQ1xu6u7hAxvWB3td4nvOrDYgLiuPWPs4BYUxgDHf3u5tAdfOne9CpddzS5xYSgp3/fv7S4y/EhzRi4lc/4/EqqjNnzjB58mQ2btxISEgIixcv5uqrr66pHz16NBdddJHfb/Ynq6hEa5ZTkcMv2b+w/sR6IgIimNl9JqlhqYS7W2JckQfFJ2Dbe1CRDx0vhp5XQbT7Lyu5lblsPr2ZNZlrCNWEMqPHDDqFdyIyoO79c5pMVaE9k/r296EkE9oPgPOm2Vf4uLmFlV+Vz678XXx19Cs0Sg3Tu0+na2RXtytK6pNN/FT5KfYV7GPFsRUoFAquSruKnlE9SQx1EwyaDVCSBTsWQ+5eiO8D/a+HCPevo1lU5EPePtj6Hlj0cP4sSLoQwtr7rk9+qkRfwomyE3xy8BOK9cWMTh7N8A7DSQjxbXb33MpcNp3exNrMtYRrw5nRYwapYam+fd96qcmziZeWlhISEoJK5Xi/uKioiJCQELRaHyxj9IIEOKItqDZVo1apa51r4sCkB3M16MI9/kZeba5GpVDVOu+g2ZkMYK4CbRioPMv0rTfrUaDweDO2+mQTLzeWo0Tpdr8c50Ys9kBCFeDx62gWZgPYLF4nKG2LTFYTZovZ75J0+uX71kNNnk08PNz1N8GoKA93TBVCNDmvP1Q1AV5no/bFcHudNDr7wwveTrKsTzbxUG2oV8ejUoHKy4zwzcFPduRtCTRKjedfMJqRX75vm4jcPBVCCCFEqyMBjhBCCCFaHQlwhBBCCNHq+CbzlxD+yFBp371XrYOgFjynzFRtz0atVHuUUbs+KvUlFBmKUaGifXhyk7SB2QjVRfbN5oJj3O/Z08y8zSZutpop0ZcA9j14PJ2YLIRoGAlwhDAboOgYbHgBTm6xJxEcNhdShjRZgNAkLGYozoCNC+HYDxAYAYPvgc6XOO1pU19mk5GsypN8uP8jNp7eSLAmmGu7TGFkhxEknps8sr5sNig5Ab+9AwdW2Cc/D7oVelwBYb5balufbOKnK07z9dGvWXlspX2ZeOeruCLtCuKDW+/eI0L4C6+Xibd0skxcOMn6DT6YAFazY/kFt8Gof9oDhZYg/wC8ewmYqhzLu020b4QX0vAdZ48WH2HWmuudEm4OjBvI00OeIDGsEUZzijLgvUugqsixPHEQTPvIJxve1SebeE5lDrPXzHaZTfy9y96TIEcILzVZNnEhWqWKM/Dt35yDG4Ct7/gmwWF96Eth3SPOwQ3AoVVQ2vCMwSVVBby5e5HLbOLb87ZzorwRctGZ9bBpoXNwA5C9DXJcZLVuBt5mE7farKw5vsZtNvFfTv3SJP0UQvyPBDiibdOXQP5+9/VZvzVbVxpEX2a/LeXOgW8b3ESZqYINJze4rV+b+V2D26CqCPZ/475+5xL3mcObkLfZxEsMJazKcJ9d/Ztj31B2TrZ2IUTjkgBHtG11TfhsKZl2FYras003wm6qdWUTd5mx3OtGFFDbDquaAHyRvdrrbOLUnU383LxWQojGJe8w0bYFRELKUNd1CiV0GNC8/amvwCjo5T57Nd0bnuk7WhfB+I7uMw9P7DihwW0QFGPPc+TOgBt9ktzR22ziEQERTOs+ze35ZvSY4dEKLCFE/UmAI9q2oEiY+DIERDjXjX8eQpyzRPslbRCMetj1BNxh9zVKUsSggHBu7Ok6m/jktKtJCGz4JGZUahgwG9p1ca7rO811eTOoVzbx9kPpF9PPqfzChAtdlgshGpesohLCZrNncP7jazj+E4R3gAtuhciOENDC/kZKTsLR72H/CgiKhgtvh+i0Rt3X52TpCTblbOaHkz8Sog7h2m5T6BiSTHxYh0Zrg9JsOLERdn9qD94uuA1iejTKSrD6qk828fyqfPYV7OOLw1+gUCiY2m0qPaJ6EBPku9chREvV5NnEWzoJcIRbNpt9FZJKZx9JaMmMlaDUgLrpMgaXVRehUWoI1HmZSNIbxir7PCk/SvJYn2zi3mYsF0I4a/Js4kK0WgoFuNmwrcVphtcRFtgMuz1rg5q+DS/VJ5u4txnLhRANJ3NwhBBCCNHqSIAjhBBCiFZHAhwhhBBCtDoyB0cIf1dZABaTfSm7tuEb9rlUVWjP3h0Q5tn8HbMeqktAofLpyqZzlRpKMVqMBKmD3CbAFKKtMpgNlBpLUSlURAdG+7o7TU4CHCH8VUU+HE//X26mjiPh4r9BZKfGW+VVcca+HPvXV+x5t5KHwvD7IaqT6xVYViuUZMKmN+DIWtCGwEV3QtdxEOq75JEl+hL+KPyDRbsXkVuZS4+oHtzZ7046hnckUN1EQaEQLYTFaiG7IpvFfyzm5+yfCdGEMKvnLC5OvLhVb1kgy8SF8EeVhbD6fvjjS8dydQDcsh7i+zS8japiWP8Y7FjsWK7SwI1rocNA5+cUHLFnLD83j1LHkXDNuz7ZGLHKVMVH+z/i9V2vO5QrUPDG6De4uMPFzd4nIfxJRmkG01dNp9JU6VA+tP1Qnhn2TIsZzZFs4kK0BmUnnYMbsN8aWvuQ/fZQQ1XkOgc3YL8dtmquPcj6M0Ml/PSsc3ADkJFuD358oFBfyKLdi5zKbdh4YvMT5Fe1kIzwQjSBSlMlr+14zSm4Adh4eiNZ5Vk+6FXzkABHCH90+Hv3dZm/gr604W2c2Oi+Lme3PdP6n+lL4JD7DNns+bzhfaqHjNIMLDbXGcbzqvIoNTTC70qIFqrcWE76yXS39Wsz1jZbX5qbBDhC+CNNLTveKlX2TQkbqq7s3+dmu64z07dv5rpolO4znAOStVu0ebVltm/Nm1DKO18If9RlrPu67pPs2cMbKmWI+0Cp0ygIjHQsC4qG86a7P995Uxvep3pIDktG5yZY6xTeySnTtxBtSaQukkmdJ7mtH586vhl707wkwBHCH4XEw8h5LspjYczjoAtphDbi4LJnncsDI2HC8xAY4Viu1sGQeyEixfk5A292Xd4MYgJjeHro0yhwDNYC1YE8O+zZFjOBUoimoFPruKXPLSQEJzjV/aXHX4gP8d3qx6Ymq6iE8FdVxVB0DLa+bV/O3W0CdBsHEcmN14a+FIoyYOs7UHYa0sZAjysgspY2Sk/Zl6/vWw66MHvG8nbdINh3gUSVqYrsimw+P/Q5mWWZ9I/tz+WdLichJKHW4Xkh2orcylw2nd7E2sy1hGvDmdFjBqlhqUQGRNb9ZD8h2cTrIAGOaHHMRrCaQBPUOHNvXLGYwGL0rg1jFSjVTZqx3FtmqxmTxYROrZO5N0K4UG2uRqVQoa1tPp2fkmziQrQ2ai3QxB9GKo394Q0/zPStVqplxEaIWrSljS/lK44QQgghWh0JcIQQQgjR6kiAI4QQQohWR25Wi2Zns9ko1Bdis9mI0EWg8Xbuh6cq8sFmhYDI2jfO83feZhM3VdtXRynVENzOoyaK9cWYrWaCNcEEafxvbo0/Kas8g8GiJ1AdSEiQZ79ff1RhrKDaXI1OpSNMJwsuROvj0wBn/vz5fPnllxw8eJDAwECGDBnCc889R7du3dw+Jz09nVGjRjmVHzhwgO7duzdld0UjyKvMY92JdXx+6HOMFiOXpV7G1G5T6RDaofEaKcuBQ6vty6uNldDtcrjoDohMbbpVSE3B22ziFjMUZ8DGhXDsB/s+NoPvgc6XQGicyyYKqwv5Pe93/rP3PxTqCxkQN4Db+t5GUmhSi1xl0ZTKKvM5UHyIt/b+h5MVp+gS0Yk7+9xO5/COBDfGxovNpNJYybHSYyzatYgjJUfoENKBO867gx7RPQjXhfu6e0I0Gp8uEx83bhzTpk1j0KBBmM1m/vnPf7J37172799PcHCwy+ecDXAOHTrksEwsJiYGlUpVZ5uyTNx38qvyuefHe9hfuN+hPDogmiUTljROkFOeB1/MhhObHMsDI+GWHyC6c8PbaA71ySaef8Ce6dtU5VjebSJMeg1CYhyKSw2lvPL7Kyw/styxCaWaD8d9SJ+YRshY3koYDOUsP/wF83e87FT30rD5jE4Zi0rdRCORjchitfDjyR+Zmz7Xqe7BQQ8ypeuUVr11v2jZWlQ28bVr1zJ79mx69erFeeedx/vvv09WVha///57nc+NjY0lPj6+5uFJcCN8a2/BXqfgBuzZoD85+Akmi6nhjeTvdw5uAKqL4eeX7LdvWgJvs4nrS2HdI87BDdgTZJY6Zww+U33GKbgB+14yT215imJ9cT073/oUVBfw0q7XXdY9te05zlSebuYe1c+Z6jM8uflJl3Wv/P4KhdWFLuuEaIn8apJxaak9629UVN3Dveeffz4JCQmMHj2an376ye1xBoOBsrIyh4dofiaLia+OfOW2fm3GWooNjXBB3b3Ufd2Bb6C6qOFtNAdvs4nry+y3pdw58K1T0fbc7e4PLzpAmVHeK2flVeVhtBpd1pUYSig2lDRvh+qpWF9MiZu+Gq1GcipzmrdDQjQhvwlwbDYbc+fOZdiwYfTu3dvtcQkJCbzzzjssX76cL7/8km7dujF69Gh+/vlnl8fPnz+f8PDwmkdSUlJTvQRRC4VCUeucDq1K65RLqF5qG15Xa6Ex2mgO3mYTVyjsk4rdns95cnJdc2xkJ+D/USlrHyGuq95fqBS191M2SRStid98gs2ZM4c9e/awdGkt38CBbt26ceutt9K/f38GDx7Mm2++ycSJE3nxxRddHj9v3jxKS0trHidPnmyK7os6qJVqpnWb5rZ+StcpRAU0wkTN/rPc1/WbBcEx7uv9ibfZxAOjoNfkWp5zuVPRgLgBboPKwQmDJQv3n8QGxhCicZ3gtH1weyK0LWNybkRABO2D27usC9GEEBfkejK6EC2RXwQ499xzDytWrOCnn36iQwfvJ5pedNFFHDlyxGWdTqcjLCzM4SF8o3NEZ8amOl+4u0R04fJOlzfOt+DITnD+9c7lUZ3gwtu8T0fgK95mE9cGwaiHIdQ5YzDD7oMw54tau4B2/GPQP5zKw3XhzLtwHqHa0Hp2vvWJCU5gwZAnnUa1tEotC4Y+RWxYyxgZjg2K5bnhz6FVOo7eKRVK5l88n5jAFvIFQAgP+HQVlc1m45577uGrr74iPT2dLl261Os8U6ZMoaioiB9//LHOY2UVlW8VVhdypOQInx78FL1Zz5VpV9I/tj9xwY34zbGyAM4cgt/eBmMF9LkOOl4M4YmN10ZzqE828ZKTcPR72L8CgqLtmb6j0yDI9ehYmaGMUxWn+OTAJ+RX5TMscRijU0aTGNLCflfNQG8oI7viNF8cXsbR8iz6RHblyrSrSQzpgFrTclYemS1msiuz+eboN+wt2EtaeBpTuk0hMSRRVlAJv9aisonfddddfPLJJ3zzzTcOe9+Eh4cTGGifMzBv3jyys7P58MMPAXj11VdJTU2lV69eGI1GlixZwoIFC1i+fDmTJ9cyRP9fEuD4B4PZgA1b036gmg1gtfhlUkiv1CebuLESlBqPM32fzcIdoA5A0ZL2CvIBi9mE0VyJVhOMqqWMCLpgsVowWoxoVdoWM4dItG0tKpv4okWLABg5cqRD+fvvv8/s2bMByMnJISvrf0tcjUYj999/P9nZ2QQGBtKrVy9WrVrFhAkTmqvbohHo1M2ws3BztNEc6pNNXOt6Hym3TUgWbo+p1BoC1RG+7kaDqZQqApVtJ7O0aHt8OoLjCzKCI4QQQrQ8LWqjPyGEEEKIpiABjhBCCCFaHbnpLpqfzQaVZ+yZvoOiW87SbV8pOWWfZBwYDYFyW1UIITwhAY5oXmWn4Y+vYft/wGKEnlfBoFsgMsXXPfM/JSft2cS3vm3PJp4yFIb9DaLSat/pWAghhEwyFs2oLAeWToOcXY7lwTH2DNmRqb7olX8qzYY1D8DBc3JIqQPgxjWQ2N83/RJCCB9pUcvERRuT/btzcAP221W/vQ1jnvB435ZWr+y0c3AD9mzi6x6BKe9DqGyrL/yfxWLBZDL5uhuihdBqtSiVjTM9WAIc0TzMRtj5kfv6P76EIfdCmItUA23R4e/c153YCIYyCXCEX7PZbOTm5lJSUuLrrogWRKlU0rFjR7Tahn/ZlQBHNA+FovaN91Q6z3fpbQtqG8lylU1cCD9zNriJjY0lKChIdsgWdbJarZw+fZqcnBySk5Mb/DcjAY5oHiqNfTLx/m9c1w+Y3XIyfTeHbuPhp2dc13UdD42ReV2IJmKxWGqCm+joaF93R7QgMTExnD59GrPZjEbTsBW2sg+OaD4x3aGXi3xhsT3hvKn2kQlhFxwLw+Y6l4fEwujHIFgCHOG/zs65CQpq4XngRLM7e2vKYrE0+FwygiOaT0gsjH/OPlqz9R0wV8N5MyBlCIS193Xv/EtoHFxwG3S5DLa9B1WFkDbanlE8urOveyeER+S2lPBWY/7NSIAjmldIrP2RfBHYLPYM2cK1sAT7I+E8sBhAFw6NtLpACCFaO/m0FL6h1klw4yltEARGSnAjhJ9QKBR8/fXXvu6GqIN8YgohhBD/NXv2bK666qpaj8nJyWH8+PHN06FzPP744/Tr188nbbc0cotKCCGE37JYbWzNKCK/XE9saAAXdIxCpfTN3B6j0YhWqyU+Pt4n7QvvyAiOEEIIv7R2Xw7DnvuR6e9u4a+f7mL6u1sY9tyPrN2X0yztjxw5kjlz5jB37lzatWvHpZdeCjjeojIajcyZM4eEhAQCAgJITU1l/vz5bs9Z1/GlpaXcdtttxMbGEhYWxiWXXMLu3bsB+OCDD3jiiSfYvXs3CoUChULBBx98AEBWVhZXXnklISEhhIWFcd1115GXl1dz3t27dzNq1ChCQ0MJCwtjwIABbN++HYDCwkKmT59Ohw4dCAoKok+fPixdurQxf5U+ISM4LYjFYqWw0ghAdLAWlaoNxaeGCjCU2+fuBLWxJdKVBWAxQUAEaAN93RtRXWJPmaEJggDJZ9dU1u7L4c4lOzg3WWJuqZ47l+xg0V/6M6530+98vnjxYu688042btyIq9SNCxcuZMWKFXz++eckJydz8uRJTp486fZ8tR1vs9mYOHEiUVFRrF69mvDwcN5++21Gjx7N4cOHmTp1Kvv27WPt2rWsX78egPDwcGw2G1dddRXBwcFs2LABs9nMXXfdxdSpU0lPTwdg5syZnH/++SxatAiVSsWuXbtq9pnR6/UMGDCABx98kLCwMFatWsWsWbPo1KkTF154YSP/RpuPBDgtRHZJNcu3n+KLHacAmNK/A1MGdqB9RCu/4JmqofAIpD8Hp3fYl5MPfwA6DGr9gU5Fvj2b+KaF9mziHUfCxX+DyE6gkrdus6sugZzdsOE5KM6AmJ4wap59fyddiK9716pYrDaeWLnfKbgBsAEK4ImV+7m0Z3yT365KS0vj+eefd1uflZVFly5dGDZsGAqFgpSUlFrPV9vxP/30E3v37iU/Px+dzr7z+4svvsjXX3/NF198wW233UZISAhqtdrhNtn333/Pnj17yMjIICkpCYCPPvqIXr16sW3bNgYNGkRWVhb/+Mc/6N69OwBdunSpeX5iYiL3339/zc/33HMPa9euZdmyZS06wGlDQwAt1+mSaqa/s4WX1x8mq6iKrKIqXl5/mGnvbOF0SbWvu9e0Tv4Gb4+wJ54sOw2ntsMn18HmN0Bf7uveNZ3KQljzIHx5K+TuhbJs2P0xvHUxnDng6961PaZq2PMZfHiFPRdY2Wk4th7eGw1H14O14ZuSif/ZmlFETqnebb0NyCnVszWjqMn7MnDgwFrrZ8+eza5du+jWrRv33nsv69atq6m74447CAkJqXnUdfzvv/9ORUUF0dHRDs/LyMjg2LFjbvtw4MABkpKSaoIbgJ49exIREcGBA/bPi7lz53LLLbcwZswYFixY4HA+i8XCM888Q9++fWvaXrduHVlZWd79svyMBDh+zmazsXZfLllFVU51WUVVrNuf53LYtFUoz4WVfwWb1bnu15ftWchbq7KT9gSk5zLrYe1D9tEE0Xwq8uH7R13XrbrP/rcqGk1+ufvgpj7HNURwcHCt9f379ycjI4OnnnqK6upqrrvuOqZMmQLAk08+ya5du2oedR1vtVpJSEhweM6uXbs4dOgQ//jHP9z2wWazudwg78/ljz/+OH/88QcTJ07kxx9/pGfPnnz11VcAvPTSS7zyyis88MAD/Pjjj+zatYuxY8diNBq9/n35Exnn9nMl1Sa+2pnttn7576e46rz2RAQ3PPOq36kuhuJM13U2K+Ttg+hOzdqlZnP4e/d1mb+CvhQCI5qtO21e2WkwG1zXVRVBVQGEJzZvn1qx2NCARj2uqYWFhTF16lSmTp3KlClTGDduHEVFRcTGxhIbG+vx8f379yc3Nxe1Wk1qaqrLtrRarVMag549e5KVlcXJkydrRnH2799PaWkpPXr0qDmua9eudO3alfvuu4/p06fz/vvvc/XVV/PLL79w5ZVX8pe//AWwB1pHjhxxeG5LJCM4fk6pUKCpZTKxVq1E4aMlk02urtxUtWUnb+k0tbw2ySbe/JR1fBesq1545YKOUSSEB+Dur1wBJITbl4z72iuvvMKnn37KwYMHOXz4MMuWLSM+Pp6IiAivjx8zZgyDBw/mqquu4rvvviMzM5NNmzbxyCOP1Kx4Sk1NJSMjg127dlFQUIDBYGDMmDH07duXmTNnsmPHDrZu3cr111/PiBEjGDhwINXV1cyZM4f09HROnDjBxo0b2bZtW00Ak5aWxvfff8+mTZs4cOAAt99+O7m5LX9UUgIcPxceqOH6we4nrd0wOIXwwIZlXPVbgVEQ38d1nUprn9zZWnUZ676u+yT770Y0n9B40LlZMRWRLP8ejUylVPDYpJ4ATkHO2Z8fm9TTZ/vh/FlISAjPPfccAwcOZNCgQWRmZrJ69WqUbnYer+14hULB6tWrGT58ODfddBNdu3Zl2rRpZGZmEhcXB8A111zDuHHjGDVqFDExMSxdurRm2XpkZCTDhw9nzJgxdOrUic8++wwAlUpFYWEh119/PV27duW6665j/PjxPPHEEwA8+uij9O/fn7FjxzJy5Eji4+Pr3OywJVDYWu0EDtfKysoIDw+ntLSUsLCWscQzr0zPvUt38ts5E+ou7BjFv6efT2yYfwzTNomcPfD+eDBWOJZf/Q70vAI0rXQVWXUp/LYI0s/ZTyMkFm5aB1EdfdOvtspitk8m/nS645wwtQ6uX2HPrSZq6PV6MjIy6NixIwEB9f98WrsvhydW7neYcJwQHsBjk3o2yxJx0fxq+9vx9votAU4LkV+mZ092KR9vsc9qn3lRMn0Tw1t3cAP21SklJ2HvMjjxK0R2hEG3QGRq61+aW1UMRcdg69tQccaeSbzbOPuIgWh+pmooyYLt79tXsiUOgH4z7f8eqlY6ilpPjRXggH/tZCyangQ4DdBSA5yz9Cb75LIATR3zU1obqxXM1aDStb09YMxGsJrsG8vJ3Bvfs1jAogd1QN3zxNqoxgxwRNvSmAFOG7tStHxtLrA5S6kEbe3LNVsttRZohavkWiqVClRt9G9RiBZEJhkLIYQQotWRAEcIIYQQrY4EOEIIIYRodWQOjhDCL5lM1ZRUn0GJkqiQ9ijc7CvSIBYTVBXaJ28HxdjnegkhWgUJcIQQfsVmtZJdfoKl+z/h++wNBKgCmJZ2FWNSLiM2rEPjNVRyAra9b8/5pVJD/xuhz2QIk5QLQrQG8nVFCOFXTpWdYPqa6/nw8KfkVOaQUZbB/B2vMPfnf5BfdrJxGinJgv9cBhtfsQc6hcfg+0fg4+vseaeEqMXZnYNbktTUVF599VW/PV9TkBEcIYTfMBgr+GDf/1FiKHGq2124j0NFB4kNS2pYIxaTfbM+VxnA8/ZB1hboPblhbYgWa/bs2ZSUlNQawOTk5BAZGdl8nWoE27ZtqzMzemsjIzhCCL9RUl3E96c2uK3/KmM1FoupYY1UFcK+5e7rd34ExqqGtSFaJaPRCEB8fDw6nf8k+z3br9rExMQQFBTUDL3xjMnUwPexByTAEUL4DYUCNLWkPdCpdCga+rGlUNaeWkGlsx8j/IPVAhm/wN4v7P+1Wpqt6ZEjRzJnzhzmzp1Lu3btuPTSSwHHW1RGo5E5c+aQkJBAQEAAqampzJ8/3+X5Dh06hEKh4ODBgw7lL7/8MqmpqZxNLLB//34mTJhASEgIcXFxzJo1i4KCgjr79fjjj5OcnIxOp6N9+/bce++9Nc8595ZSSUkJt912G3FxcQQEBNC7d2++/fbbmvrly5fTq1cvdDodqampvPTSS7X+rrKysrjyyisJCQkhLCyM6667jry8vJr6xx9/nH79+vF///d/dOrUCZ1OR1MnUpB3sRDCb0QFxXF16kS39dd2vhKlqoG7eQe1g4E3ua+/4FbQSHoBv7B/BbzaGxZfDstvtv/31d728mayePFi1Go1Gzdu5O2333aqX7hwIStWrODzzz/n0KFDLFmyhNTUVJfn6tatGwMGDODjjz92KP/kk0+YMWMGCoWCnJwcRowYQb9+/di+fTtr164lLy+P6667rtZ+ffHFF7zyyiu8/fbbHDlyhK+//po+ffq47IfVamX8+PFs2rSJJUuWsH//fhYsWIDqv++t33//neuuu45p06axd+9eHn/8cR599FE++OADl+ez2WxcddVVFBUVsWHDBr7//nuOHTvG1KlTHY47evQon3/+OcuXL2fXrl0uz9WYZA6OEMJvqNU6pnS7lnWn0skoy3Com5QyjtTw1IY3olRCr6th96eQu8exrtvlEO/6oiCa2f4V8Pn1wDnf8sty7OXXfQg9r2jybqSlpfH888+7rc/KyqJLly4MGzYMhUJBSkpKreebOXMmr7/+Ok899RQAhw8f5vfff+fDDz8EYNGiRfTv359nn3225jn/93//R1JSEocPH6Zr164u+7V69Wri4+MZM2YMGo2G5ORkLrjgApd9WL9+PVu3buXAgQM15+vUqVNN/csvv8zo0aN59NFHAejatSv79+/nhRdeYPbs2S7Pt2fPHjIyMkhKss+R++ijj+jVqxfbtm1j0KBBgH2066OPPiImJqbW31FjkREcIYRfiQ9L4t3Rr7Ng8OMMaT+EMcmX8J/Rb3L/gPuICklonEbC2sOMz+DaxZA2xp6pfdZXMOkVCIltnDZE/VktsPZBnIIb+F/Z2oea5XbVwIEDa62fPXs2u3btolu3btx7772sW7eupu6OO+4gJCSk5gEwbdo0Tpw4wZYtWwD4+OOP6devHz179gTsoyc//fSTw/O6d+8OwLFjx9z269prr6W6uppOnTpx66238tVXX2E2m132edeuXXTo0KEmuDnXgQMHGDp0qEPZ0KFDOXLkCBaL8+/8wIEDJCUl1QQ3AD179iQiIoIDBw7UlKWkpDRbcAMygiOE8ENxYclMDEvmkuRLUanUaDVNMDkyrD30ugq6XgYKFaj9Z9Jom3diUx3L9W1Qlm0/ruPFTdqVulYe9e/fn4yMDNasWcP69eu57rrrGDNmDF988QVPPvkk999/v8PxCQkJjBo1ik8++YSLLrqIpUuXcvvtt9fUW61WJk2axHPPPefUVkLC/wL8c/uVlJTEoUOH+P7771m/fj133XUXL7zwAhs2bECjcZxzFhgYWOtrstlsKBQKpzJvjndV3tyruCTAEUL4rcCAsKZvpCmCJ9EwFXl1H+PNcU0sLCyMqVOnMnXqVKZMmcK4ceMoKioiNjaW2FjnEcGZM2fy4IMPMn36dI4dO8a0adNq6vr378/y5ctJTU1FrfbuEh0YGMgVV1zBFVdcwd1330337t3Zu3cv/fv3dziub9++nDp1yuGW15/17NmTX3/91aFs06ZNdO3atWaezrnHZ2VlcfLkyZpRnP3791NaWkqPHj28eg2NSW5RCSGE8C8hcY17XBN65ZVX+PTTTzl48CCHDx9m2bJlxMfHExER4fY5kydPpqysjDvvvJNRo0aRmPi/3bPvvvtuioqKmD59Olu3buX48eOsW7eOm266yeXtobM++OAD/vOf/7Bv3z6OHz/ORx99RGBgoMs5QSNGjGD48OFcc801fP/99zUjUGvXrgXg73//Oz/88ANPPfUUhw8fZvHixbz++utOo1FnjRkzhr59+zJz5kx27NjB1q1buf766xkxYkSdt/iakgQ4Qggh/EvKEPstRJxve9gp7Ck1UoY0Z69cCgkJ4bnnnmPgwIEMGjSIzMxMVq9ejbKWvGZhYWFMmjSJ3bt3M3PmTIe69u3bs3HjRiwWC2PHjqV379789a9/JTw8vNZzRkRE8O677zJ06FD69u3LDz/8wMqVK4mOjnZ5/PLlyxk0aBDTp0+nZ8+ePPDAAzUBVP/+/fn888/59NNP6d27N//617948sknXU4whv8tm4+MjGT48OGMGTOGTp068dlnn9Xx22taCltTL0T3M2VlZYSHh1NaWkpYWDMMfwshRBuj1+vJyMigY8eOBATUc8l9zSoqcJxs/N+gp5lWUYnmVdvfjrfXbxnBEUII4X96XmEPYsLOWTkX1l6CG+ERmWQshBDCP/W8ArpPtK+Wqsizz7lJGQLKBm72KNoECXCEEEL4L6WqyZeCi9ZJblEJIYQQotWRAEcIIYQQrY4EOEIIIYRodSTAEUIIIUSrIwGOEEIIIVodCXCEEEII0epIgCOEEEJ44WxqgqaQnp6OQqGgpKSkwefytp8ffPBBrTm0WhrZB0cIIYT4r9mzZ1NSUlJrYJCTk0NkZGSTtD9kyBBycnIIDw9v8Lm87efUqVOZMGFCg9v1FxLgCCGEEB4wGo1otVri4+ObrI26zm+xWFAoFLUm3jzL234GBgYSGBjo1XP8mdyiEkII4bcsVgvbcrex+vhqtuVuw2K1NFvbI0eOZM6cOcydO5d27dpx6aWXAo63foxGI3PmzCEhIYGAgABSU1OZP3++y/MdOnQIhULBwYMHHcpffvllUlNTsdlsTreozt42+vbbb+nZsyc6nY4TJ06Qk5PDxIkTCQwMpGPHjnzyySekpqby6quv1pz3z/3MzMxEoVDw5ZdfMmrUKIKCgjjvvPPYvHlzzfGublGtWLGCgQMHEhAQQLt27Zg8eXJN3ZIlSxg4cCChoaHEx8czY8YM8vPz6/GbbhoygiOEEMIvrT+xngVbF5BXlVdTFhcUx0MXPMSYlDHN0ofFixdz5513snHjRmw2m1P9woULWbFiBZ9//jnJycmcPHmSkydPujxXt27dGDBgAB9//DFPPfVUTfknn3zCjBkzUCgULp9XVVXF/Pnzee+994iOjiY2NparrrqKgoIC0tPT0Wg0zJ0716Pg4p///CcvvvgiXbp04Z///CfTp0/n6NGjqNXO4cCqVauYPHky//znP/noo48wGo2sWrWqpt5oNPLUU0/RrVs38vPzue+++5g9ezarV6+usx/NQQIc0TIYKsBQDmodBEX5ujdCiCa2/sR65qbPxYZjUJFflc/c9Lm8PPLlZgly0tLSeP75593WZ2Vl0aVLF4YNG4ZCoSAlJaXW882cOZPXX3+9JsA5fPgwv//+Ox9++KHb55hMJt58803OO+88AA4ePMj69evZtm0bAwcOBOC9996jS5cudb6e+++/n4kTJwLwxBNP0KtXL44ePUr37t2djn3mmWeYNm0aTzzxRE3Z2T4A3HTTTTX/36lTJxYuXMgFF1xARUUFISEhdfalqfn0FtX8+fMZNGgQoaGhNRHpoUOH6nzehg0bGDBgAAEBAXTq1Im33nqrGXorfMJUDbl74Kvb4b1L4JNr4fB3UFXk654JIZqIxWphwdYFTsENUFP23NbnmuV21dkAwp3Zs2eza9cuunXrxr333su6detq6u644w5CQkJqHgDTpk3jxIkTbNmyBYCPP/6Yfv360bNnT7dtaLVa+vbtW/PzoUOHUKvV9O/fv6YsLS3NownFfz5PQkICgNuRn127djF69Gi359q5cydXXnklKSkphIaGMnLkSMAe9PkDnwY4GzZs4O6772bLli18//33mM1mLrvsMiorK90+JyMjgwkTJnDxxRezc+dOHn74Ye69916WL1/ejD0Xzebkb/D2CDj4LZSdhlPb4ZPrYPMboC/3de+EEE1gR/4Oh9tS57JhI7cqlx35O5q8L8HBwbXW9+/fn4yMDJ566imqq6u57rrrmDJlCgBPPvkku3btqnmAPagYNWoUn3zyCQBLly7lL3/5S61tBAYGOty+cnWrrLbyP9NoNDX/f/acVqvVbbvuVFZWctlllxESEsKSJUvYtm0bX331FWC/deUPfHqLau3atQ4/v//++8TGxvL7778zfPhwl8956623SE5OrplI1aNHD7Zv386LL77INddc09RdFs2pPBdW/hVsLt58v74M/WZCQGjz90sI0aTOVJ1p1OOaWlhYGFOnTmXq1KlMmTKFcePGUVRURGxsLLGxsU7Hz5w5kwcffJDp06dz7Ngxpk2b5lV73bt3x2w2s3PnTgYMGADA0aNHG2XvnD/r27cvP/zwAzfeeKNT3cGDBykoKGDBggUkJSUBsH379kZtv6H8ahVVaWkpAFFR7udYbN68mcsuu8yhbOzYsWzfvh2TyeR0vMFgoKyszOEhWojqYijOdF1ns0LevmbtjhCiecQExTTqcU3plVde4dNPP+XgwYMcPnyYZcuWER8fX+uGeZMnT6asrIw777yTUaNGkZiY6FWb3bt3Z8yYMdx2221s3bqVnTt3cttttzmN9DTUY489xtKlS3nsscc4cOAAe/furZmPlJycjFar5d///jfHjx9nxYoVDhOn/YHfBDg2m425c+cybNgwevfu7fa43Nxc4uLiHMri4uIwm80UFBQ4HT9//nzCw8NrHmcjTdECKFW116t1zdMPIUSz6h/bn7igOBS4vlgrUBAfFE//2P4u65tTSEgIzz33HAMHDmTQoEFkZmayevXqWvepCQsLY9KkSezevZuZM2fWq90PP/yQuLg4hg8fztVXX82tt95KaGgoAQEB9X0pTkaOHMmyZctYsWIF/fr145JLLuG3334DICYmhg8++IBly5bRs2dPFixYwIsvvthobTcGhc2Tm3bN4O6772bVqlX8+uuvdOjQwe1xXbt25cYbb2TevHk1ZRs3bmTYsGHk5OQ4bWxkMBgwGAw1P5eVlZGUlERpaSlhYWGN/0JE46ksgI+ugty9znUqLczZDpG1r1gQQjQ/vV5PRkYGHTt2rPcF9+wqKsBhsvHZoKe5VlG1FKdOnSIpKYn169fXOjHY39X2t1NWVkZ4eLjH12+/GMG55557WLFiBT/99FOtwQ3Yd2bMzc11KMvPz0etVhMdHe10vE6nIywszOEhWojgdnDlm6B1sdzwitchxPnethCidRiTMoaXR75MbJDj+zwuKE6CG+DHH39kxYoVZGRksGnTJqZNm0Zqaqrb+attkU8nGdtsNu655x6++uor0tPT6dixY53PGTx4MCtXrnQoW7duHQMHDnSYHS5aibhecMdG2LsMTvwKkR1h0C0QmQqa1rOluBDC2ZiUMYxKGsWO/B2cqTpDTFAM/WP7o6rr9nUbYDKZePjhhzl+/DihoaEMGTKEjz/+WK6Df+LTW1R33XUXn3zyCd988w3dunWrKQ8PD69ZnjZv3jyys7NrNkHKyMigd+/e3H777dx6661s3ryZO+64g6VLl3q0isrbIS7hJ6xWMFeDSgcq2Z9SCH/WGLeoRNvUam5RLVq0iNLSUkaOHElCQkLN47PPPqs5Jicnx2HToI4dO7J69WrS09Pp168fTz31FAsXLpQl4q2dUgnaYAluhBBCeMTnt6jq8sEHHziVjRgxgh07mn6DJyGEEEK0TH4xyVgIIUTr4yeLdEUL0ph/MxLgCCGEaFRnJ7pWVVX5uCeipTmb5kGlavhEcpnQIIQQolGpVCoiIiJqkjgGBQU16g67onWyWq2cOXOGoKAg1OqGhycS4AghhGh0ZzdddZepWghXlEolycnJjRIQS4AjhBCi0f1/e3cf09T5xQH8Cy1SKooIFsp4E4YioLMoKkpARSADnQaGQpSARMWMCJpNwPgCMdkcy8+4kMUXjBMUp9lEmTIEwYADfAUF51QQgcEUZCpgmZsKfX5/GJpVWyzYgtyeT0K0z32ee8/xRD15eturp6cHsVgMkUik9DmBhCgzYsSIPh9z0R/U4BBCCNEaHo+nkfspCOkvusmYEEIIIZxDDQ4hhBBCOIcaHEIIIYRwjs7dg9P7JUJPnz4d4kgIIYQQoq7e/7fV/TJAnWtwpFIpAMDGxmaIIyGEEEJIf0mlUpiYmLx13pA+TXwoyGQyPHjwAKNGjRqWXzz19OlT2NjYoLm5Weeehq6ruetq3gDlrou562regO7mrm7ejDFIpVJYWVmp9VFyndvB0dfXh7W19VCH8c5Gjx6tU38B/ktXc9fVvAHKXRdz19W8Ad3NXZ281dm56UU3GRNCCCGEc6jBIYQQQgjnUIMzzBgaGiI5ORmGhoZDHcqg09XcdTVvgHLXxdx1NW9Ad3PXVt46d5MxIYQQQriPdnAIIYQQwjnU4BBCCCGEc6jBIYQQQgjnUINDCCGEEM6hBuc9tmPHDujp6WH9+vUq55SUlEBPT++Nnzt37gxeoBqQkpLyRg6WlpZ9rjl//jymTZsGgUAABwcH7N27d5Ci1Zz+5s2Veve6f/8+VqxYATMzMwiFQkydOhWVlZV9ruFC3fubN1fqbm9vrzSP2NhYlWu4UG+g/7lzpebd3d3YsmULxo8fDyMjIzg4OGD79u2QyWR9rtNE3XXum4yHi6tXryI9PR1TpkxRa35NTY3CN0COGzdOW6FpjaurK4qKiuSveTyeyrkNDQ0IDAzE6tWrkZWVhfLycnz22WcYN24cQkJCBiNcjelP3r24UO/29nbMmTMH8+bNw5kzZyASiXDv3j2MGTNG5Rou1H0gefca7nW/evUqenp65K9v3rwJPz8/hIaGKp3PhXr36m/uvYZ7zVNTU7F3715kZmbC1dUVFRUVWLlyJUxMTBAfH690jcbqzsh7RyqVMicnJ1ZYWMh8fHxYfHy8yrnFxcUMAGtvbx+0+LQhOTmZffTRR2rPT0hIYM7OzgpjMTExbNasWRqOTLv6mzdX6s0YY4mJiczLy6tfa7hQ94HkzaW6/1d8fDxzdHRkMplM6XEu1FuVt+XOlZoHBQWx6OhohbHg4GC2YsUKlWs0VXd6i+o9FBsbi6CgICxYsEDtNRKJBGKxGL6+viguLtZidNpz9+5dWFlZYfz48QgLC0N9fb3KuRcvXoS/v7/CWEBAACoqKvDy5Utth6pR/cm7FxfqferUKUyfPh2hoaEQiUSQSCTYv39/n2u4UPeB5N2LC3Xv9eLFC2RlZSE6Olrlg4+5UG9l1Mm913CvuZeXF86dO4fa2loAQHV1NcrKyhAYGKhyjabqTg3Oe+bYsWO4du0aduzYodZ8sViM9PR0ZGdn48SJE5g4cSJ8fX3x66+/ajlSzZo5cyYOHTqEgoIC7N+/H62trZg9ezYeP36sdH5rayssLCwUxiwsLNDd3Y1Hjx4NRsga0d+8uVJvAKivr8eePXvg5OSEgoICrF27FnFxcTh06JDKNVyo+0Dy5lLde+Xk5KCjowNRUVEq53Ch3sqokztXap6YmIjw8HA4OzvDwMAAEokE69evR3h4uMo1Gqt7v/Z7iFY1NTUxkUjEqqqq5GNve4tKmYULF7JFixZpOLrB1dXVxSwsLNjOnTuVHndycmJfffWVwlhZWRkDwFpaWgYjRK14W97KDNd6GxgYME9PT4WxdevW9bkNzYW6DyRvZYZr3Xv5+/uzhQsX9jmHC/VWRp3clRmONT969CiztrZmR48eZTdu3GCHDh1iY8eOZRkZGSrXaKrutIPzHqmsrERbWxumTZsGPp8PPp+P8+fPIy0tDXw+X+EGtb7MmjULd+/e1XK02jVy5EhMnjxZZR6WlpZobW1VGGtrawOfz4eZmdlghKgVb8tbmeFab7FYDBcXF4WxSZMmoampSeUaLtR9IHkrM1zrDgB//PEHioqKsGrVqj7ncaHer1M3d2WGY803btyIpKQkhIWFYfLkyYiIiMCGDRv6fJdCU3WnBuc94uvri99++w1VVVXyn+nTp2P58uWoqqpS69M1AHD9+nWIxWItR6tdz58/x+3bt1Xm4enpicLCQoWxs2fPYvr06TAwMBiMELXibXkrM1zrPWfOHNTU1CiM1dbWws7OTuUaLtR9IHkrM1zrDgAHDx6ESCRCUFBQn/O4UO/XqZu7MsOx5s+ePYO+vmKrwePx+vyYuMbqPuB9JzIoXn+LKikpiUVERMhf79q1i508eZLV1taymzdvsqSkJAaAZWdnD0G0A/f555+zkpISVl9fzy5dusQWLlzIRo0axRobGxljb+ZdX1/PhEIh27BhA7t16xY7cOAAMzAwYMePHx+qFAakv3lzpd6MMXblyhXG5/PZl19+ye7evcuOHDnChEIhy8rKks/hYt0HkjeX6t7T08NsbW1ZYmLiG8e4WO//6k/uXKl5ZGQk++CDD1hubi5raGhgJ06cYObm5iwhIUE+R1t1pwbnPfd6gxMZGcl8fHzkr1NTU5mjoyMTCATM1NSUeXl5sV9++WXwA31Hy5YtY2KxmBkYGDArKysWHBzMfv/9d/nx1/NmjLGSkhImkUjYiBEjmL29PduzZ88gR/3u+ps3V+rd6/Tp08zNzY0ZGhoyZ2dnlp6ernCcq3Xvb95cqntBQQEDwGpqat44xtV69+pP7lyp+dOnT1l8fDyztbVlAoGAOTg4sM2bN7Pnz5/L52ir7nqMMab+fg8hhBBCyPuP7sEhhBBCCOdQg0MIIYQQzqEGhxBCCCGcQw0OIYQQQjiHGhxCCCGEcA41OIQQQgjhHGpwCCGEEMI51OAQQrROT08POTk5Qx3GgERFRWHJkiUDWuvt7Y0ffvhBswG9xsPDAydOnNDqNQgZjqjBIYSj2traEBMTA1tbWxgaGsLS0hIBAQG4ePHiUIf2hndpIjSlsbERenp6qKqq0sj5cnNz0drairCwMI2cT5WtW7ciKSmpz2f7EKKLqMEhhKNCQkJQXV2NzMxM1NbW4tSpU5g7dy6ePHky1KHphLS0NKxcufKNBw1qWlBQEDo7O1FQUKDV6xAy3FCDQwgHdXR0oKysDKmpqZg3bx7s7OwwY8YMbNq0SeEpxp2dnVizZg1EIhFGjx6N+fPno7q6Wn48JSUFU6dOxb59+2BjYwOhUIjQ0FB0dHTI51y9ehV+fn4wNzeHiYkJfHx8cO3aNY3mc+vWLQQGBsLY2BgWFhaIiIjAo0eP5Mfnzp2LuLg4JCQkYOzYsbC0tERKSorCOe7cuQMvLy8IBAK4uLigqKhI4a2z8ePHAwAkEgn09PQwd+5chfX/+9//IBaLYWZmhtjYWLx8+VJlvI8ePUJRURE++eQThfGOjg6sWbMGFhYWEAgEcHNzQ25uLgAgIyMDY8aMQW5uLiZOnAihUIhPP/0Uf//9NzIzM2Fvbw9TU1OsW7cOPT098nPyeDwEBgbi6NGj/f1jJYTTqMEhhIOMjY1hbGyMnJwcPH/+XOkcxhiCgoLQ2tqKvLw8VFZWwt3dHb6+vgq7PHV1dfjxxx9x+vRp5Ofno6qqCrGxsfLjUqkUkZGRKC0txaVLl+Dk5ITAwEBIpVKN5NLS0gIfHx9MnToVFRUVyM/Px8OHD7F06VKFeZmZmRg5ciQuX76Mb775Btu3b0dhYSEAQCaTYcmSJRAKhbh8+TLS09OxefNmhfVXrlwBABQVFaGlpUXhvpbi4mLcu3cPxcXFyMzMREZGBjIyMlTGXFZWBqFQiEmTJsnHZDIZPv74Y1y4cAFZWVm4desWvv76a/B4PPmcZ8+eIS0tDceOHUN+fj5KSkoQHByMvLw85OXl4fDhw0hPT8fx48cVrjdjxgyUlpb27w+WEK57p8eEEkLeW8ePH2empqZMIBCw2bNns02bNrHq6mr58XPnzrHRo0ezf//9V2Gdo6Mj27dvH2OMseTkZMbj8Vhzc7P8+JkzZ5i+vj5raWlRet3u7m42atQodvr0afkYAHby5EmVsUZGRrLFixcrPbZ161bm7++vMNbc3KzwVGYfHx/m5eWlMMfDw4MlJibKY+bz+QoxFxYWKsTV0NDAALDr16+/EZudnR3r7u6Wj4WGhrJly5apzGfXrl3MwcFBYaygoIDp6+srfZI0Y4wdPHiQAWB1dXXysZiYGCYUCplUKpWPBQQEsJiYGIW1P//8M9PX12c9PT0qYyJE19AODiEcFRISggcPHuDUqVMICAhASUkJ3N3d5TsPlZWV6OrqgpmZmXzHx9jYGA0NDbh37578PLa2trC2tpa/9vT0hEwmQ01NDYBXNzOvXbsWEyZMgImJCUxMTNDV1YWmpiaN5FFZWYni4mKFGJ2dnQFAIc4pU6YorBOLxWhrawMA1NTUwMbGBpaWlvLjM2bMUDsGV1dXhZ2W/55bmX/++QcCgUBhrKqqCtbW1pgwYYLKdUKhEI6OjvLXFhYWsLe3h7GxscLY69c2MjKCTCZTuVtHiC7iD3UAhBDtEQgE8PPzg5+fH7Zt24ZVq1YhOTkZUVFRkMlkEIvFKCkpeWPdmDFjVJ5TT09P4deoqCj89ddf+Pbbb2FnZwdDQ0N4enrixYsXGslBJpNh0aJFSE1NfeOYWCyW/97AwOCNOHs/WcQYk8c7EH2dWxlzc3O0t7crjBkZGQ3oOupc+8mTJxAKhWpdgxBdQQ0OITrExcVFflOtu7s7WltbwefzYW9vr3JNU1MTHjx4ACsrKwDAxYsXoa+vL9+JKC0txe7duxEYGAgAaG5uVrgB+F25u7sjOzsb9vb24PMH9k+Ws7Mzmpqa8PDhQ1hYWAB4dXP0f40YMQIAFG7gHSiJRILW1la0t7fD1NQUwKsdpj///BO1tbV97uIMxM2bN+Hu7q7RcxIy3NFbVIRw0OPHjzF//nxkZWXhxo0baGhowE8//YRvvvkGixcvBgAsWLAAnp6eWLJkCQoKCtDY2IgLFy5gy5YtqKiokJ9LIBAgMjIS1dXVKC0tRVxcHJYuXSp/u+fDDz/E4cOHcfv2bVy+fBnLly8f0E5CZ2cnqqqqFH6ampoQGxuLJ0+eIDw8HFeuXEF9fT3Onj2L6OhotZsRPz8/ODo6IjIyEjdu3EB5ebn8JuPenR2RSAQjIyP5TcydnZ39zqGXRCLBuHHjUF5eLh/z8fGBt7c3QkJCUFhYiIaGBpw5cwb5+fkDvk6v0tJS+Pv7v/N5COESanAI4SBjY2PMnDkTu3btgre3N9zc3LB161asXr0a3333HYBX/7Hn5eXB29sb0dHRmDBhAsLCwtDY2Cjf5QBeNTDBwcEIDAyEv78/3NzcsHv3bvnx77//Hu3t7ZBIJIiIiEBcXBxEIlG/Yy4pKYFEIlH42bZtG6ysrFBeXo6enh4EBATAzc0N8fHxMDExUfs7Zng8HnJyctDV1QUPDw+sWrUKW7ZsAQD5vTJ8Ph9paWnYt28frKys5I3gQPB4PERHR+PIkSMK49nZ2fDw8EB4eDhcXFyQkJDwzjtG9+/fx4ULF7By5cp3Og8hXKPHGGNDHQQh5P2UkpKCnJwcjX277/ukvLwcXl5eqKurU7ixV1MePnwIV1dXVFZWws7OTuPn77Vx40Z0dnYiPT1da9cgZDiie3AIITrh5MmTMDY2hpOTE+rq6hAfH485c+ZopbkBXn3a6cCBA2hqatJqgyMSifDFF19o7fyEDFfU4BBCdIJUKkVCQgKam5thbm6OBQsWYOfOnVq95ru8zaWujRs3av0ahAxH9BYVIYQQQjiHbjImhBBCCOdQg0MIIYQQzqEGhxBCCCGcQw0OIYQQQjiHGhxCCCGEcA41OIQQQgjhHGpwCCGEEMI51OAQQgghhHOowSGEEEII5/wfn7nEQskzUHQAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.scatterplot(x='SepalLengthCm', y='SepalWidthCm', hue='Species', data=iris)\n", + "plt.title('Sepal Size')\n", + "plt.xlabel('Sepal Length (cm)')\n", + "plt.ylabel('Sepal Width (cm)')\n", + "plt.legend(loc=4)" + ] + }, + { + "cell_type": "markdown", + "id": "5d57d1d5-cc4c-4755-aca8-03a4025fcc40", + "metadata": {}, + "source": [ + "#### Observations from the Scatter Plot:\n", + "- Species X tends to have larger sepal lengths but smaller sepal widths.\n", + "- Species Y shows a more compact clustering, indicating less variability within the species for these features.\n", + "- There is a noticeable overlap between Species Y and Z in a certain range of sepal width and length, which may complicate classification between these species." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "a1bb72bf-024c-4650-988d-7b8aa014175e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.scatterplot(x='PetalLengthCm', y='PetalWidthCm', hue='Species', data=iris)\n", + "plt.title('Petal Size')\n", + "plt.xlabel('Petal Length (cm)')\n", + "plt.ylabel('Petal Width (cm)')\n", + "plt.legend(loc=4)" + ] + }, + { + "cell_type": "markdown", + "id": "e005832c-19d6-4a1d-87f3-78e0a4ac364f", + "metadata": {}, + "source": [ + "#### Observations from the Scatter Plot: \n", + "- In this graph we see a very clear distinction in the petal width and length from X, which is smaller than the other ones.\n", + "- There is a distiction between Y and Z, the second one being a bit bigger than the first, which will help the model." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "f029f49e-06e2-4dc0-a0c1-83374a83cf51", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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m1Dancs/ge1idv5o5m+ZQ6apkZNpILul2CanhqWRWZPLlji9ZtG8RRq2Rczufy8lpJ5MWLlVyhagvEsRpJQY+sYCRneOZPDA9aP/1H63miuHtuG1sYJBHiOaitc7PurA6rdjcNoxaY9DgzaFK7aV4fB4i9ZHoNLqg/dctuI5tpds4Oe1k+sb3xe6xs3DfQraXbufhoQ8zuevkhvhR6lWVswq7245Ja8Kil+BNQ5O5KZqSz+erSVweZYiqdQUOwK97f+W2xbf5tZ3T8RzGtR+HTq2jS3QXooxRADjcDipdlWhV2pq2lkTmpqgPLo+Lcmc5GpWGaGM0eyv2MvGbiSHzTn036TvaRbarueaI0Eeg1+hr+h0eB0XVRahV6loDrkKIY6Nt6gGIuquwuyiqcpIcFTxXBEBipJG9xbKdSoiWxqK3HFWQItoYXWu/0+NkR9kOPD4PizIXsShzkV//qvxVLSKIE6YPO6KglhCi5VOpVEe1OmZ94fqAtm92fcM3u74B4OfzfiaKKAAMWoPk6RDHPZ1G57dVu9JZWWvi8P2VIkNdcxg0BlLDm++qXiFaOsmJ0wrsKVKCM8mRgUmN90sIN5AhQRwhjnsatabW7VLBckcIIURL0iGqQ8i+WGMsOlXgKkUhxAEH59ILRm6iCNG0JIjTCmQcURDHSGaJrbGGJIRopuJMcVzb59qgfVq1ljFtxzTyiIQQon4NTBwYspLd1b2vJs4cF7RPCKGIMcZwQsIJQft6xfU67KpfIUTDkiBOK5BRZCXSpMOsD707LiHcQInVSbXT3YgjE0I0R8NThjO111TUqgNvARH6CGaeOpNki+xdF0K0bEmWJN4Z+w7RhgMfNFWomNxlMuPbj/d77RNCBIoyRPHUSU/RM7anX3vX6K78d+R/iTHGNNHIhBAgOXFahX3F1SRFhF6FA5AQoez3ziyx0TUpvDGGJYRopmJMMVzT5xrO73I++yr3YdKYSLYkE2+OR6uWtwUhRMumVWvpHd+bzyd+Tp41D6vLSlp4GjHGGML1cg0kxJFICUvhjVPfoKi6iAJbAXGmOOJN8S2qepsQrZVcrbcCGcXWmiBNKPFhSn92WbUEcYQQWHQWLDoL6eHBK9oJIURLplapSbIkkWRJauqhCNFixRhjiDHG0AWpbitEcyLrSVuBvcXVJB5mJU60WY9GrSK7VPLiCCGEEEIIIYQQLZGsxGnhqhxuSqzOwwZx1GoVcWF6ssokiCNEa1XmKKPMXobL6yJCH0G8OV5yPwghWrxiWzHljnK8eInURxJvjm/qIQnR4pTaSylzlOH2uonQR5BgTkClUjX1sIQQx0CCOC1cZkk1oCQuPpy4MANZshJHiFYpozyDh/56iHWF6wClCtV9g+9jeMpwKQUqhGiR3F4320q28eBfD7KzbCcAaeFpPDbsMfrE98Gorf0GlhACfD4fu8p38eCSB9lUvAmARHMiDwx5gMFJg7HoLU08QiHE0ZJbtC3cvqMI4sRa9OTIShwhWp2cqhym/DylJoADUGQr4o7f76i5YBNCiJYmpyqHK3++siaAA5BVmcU1C64hszKzCUcmRMuRY1Xm0cHXA/nV+Uz/bTrby7Y34ciEEMdKgjgtXGZJNQatmkiT7rDHxoUZJIgjRCu0Jn8NxfbioH0vrnqRUntpI49ICCHqxuP18PWOr7F77IF9Pg/vbngXm1uuaYQ4nL+y/6LcUR60b8bqGSH7hBDNlwRxWrjMkmoSIgxHtKc1JkxPQYUDl8fbCCMTQjSWFXkrQvZtLd2Kw+NoxNEIIUTd2dw21hSsCdm/vmg9Vpe1EUckRMvj9XlZlrssZP+Wki0SDBWiBZIgTguXWVJNXNjht1IBxFkM+IC88sC7WkKIlqtDZIeQfYnmRDQqDT6fD5/P14ijEkKIY6fX6EkPTw/Zn2xOxqA24PXJjSkhDrV/XqhV6lqvEZLMSejUh1/NL4RoXiSI08LtK7ERf4RBnNgwPYBsqRKilRndZjRaVfA89Vf1vorC6kIeWPIA9y+5nxW5Kyi2Bd96JYQQzYVeo+fS7peG7L+q91UszV3Knb/fyXMrnmNH6Q6qXFWNOEIhmheXx8W+in28te4t7lh8B3M2zSGrMoszO5yJRqUJ+phr+lxDrCm2kUcqhKgrCeK0YD6fj6yyahLCj6w6Q6xFCfbkVchKHCFakyRLEq+NeQ2T1uTXfl7n80g0JXLhDxfy3e7v+H7391z1y1U8/PfDFNmKmmi0QghxZNLD03l8+ONo1QeC1GqVmhv73cjWkq3c8fsdLNi7gA+3fMi5887l54yfqXZVN+GIhWgaHq+HtQVrmfTtJF5b+xq/7vuV51c9z7nzzsXj9fDSKS9h1Bz4vKBCxSXdL2F4yvAmHLUQ4lhJifEWrMTqxO7yHlFlKgCTXoNZryFXtlMJ0aroNXqGJA1h7tlz2VuxlypnFZ2jO1PuLOeyHy8LOP6PrD9Yk7+G09qd1gSjFUKIIxOmD2N8+/EMThrMzrKdeHweOkZ15I/MP3hu1XMBxz++9HEGJw2mja5NE4xWiKZTaCvk9t9vx+V1+bXb3Dam/zadOafP4dtJ37KnfA/V7mo6R3cmxhhDuD68iUYshKgLCeK0YFmlyraouCMM4oCypUpy4gjR+mg1WlLCUkgJSwGgylnFY0sfw0fwPDgfbv6QoSlDidBHNOYwhRDiqBi1RlLDU0kNTwUguyqb/67+b9BjffhYkbeCNhESxBHHl8LqQsocZUH7MiszKXGU0CW6S801ghCiZZPtVC3Y/iBO/NEEcSx6yYkjxHHA4/PUWnHC5rbh8XoacURCCFF3Hq+n1mTGkhdHHI+cXmet/W6vu5FGIoRoDLISpwXLKq3GrNdg0QdPVhZMtNkg26mEOA6E68M5vd3pbCreFLT/4m4X4/K62F22G61aS5QhighD6FU5To+TIlsRNrcNk9ZEnCkOvUZfb+MtqC6gylmFVq0l2hgtS7yFOE64PC4KbYXY3DaMWiPxpnj0Gj1VzipKHaW4PC4MGgNq1Ni9dowaI6PSRrE4a3HQ8w1JGtK4P4AQDaTcUU6ZvQwvXiL0EbUmIE40J2LQGDgl/RTGth0LKDdzfsr4iVV5q4g2RDfWsI+Z1WmlxFGC0+MkTBdGgjkBlUrV1MMSolmSIE4LllVqIz7ccFQvcDEWHRtzyhtwVEKI5kCtUnNau9P4aMtH5Ffn+/VN7jKZeHM8V/x0BVlVWQAMTR7KA0MeoF1ku4BzFdmK+GjzR3y89eOaIM5/uv2HS3tcSpwprk7jtDqtrC5YzVPLnyK7KhuAYcnDeGDoA7SNaFuncwshmrdiWzGfbfuMDzZ9QLW7GqPGyPldzueS7pfw7Ipn+T3rd3z4SLIkcW2fa9lYtJF1het4YMgD2N12luUt8zvf6PTRJFmSmuinEaJ++Hw+dpXt4tGlj7KucB0A7SPb88iwR+gZ2xOjNrCgSawplvfGvcfcnXO5f8n9ODwOLDoL53c5n2m9pxFvjm/sH+Oo5FTl8NzK5/gt8ze8Pi/xpnjuHHgnI1JH1HqDSYjjlWynasGyS6uJsxz5ViqAGIuBokoHLk/opchCiNYhJSyFD07/gMt6XEaUIYpIQyTTek9jQocJ3LTwppoADsCy3GVMmT+F3Kpcv3NYXVbeWPsGszbOqtmeZXPbmLVxFq+vfZ0qZ922Lmwr3caNC2+sCeAALM1dytT5U8m15tbySCFES2Zz25i9aTZvrnuTardSUcrusfPRlo94cdWLtItsV5PTK8+ax2NLH+OExBNweBxMWzCNOwbdwej00Zi1ZtLC0nhgyAM8NPQhoo3Nf8WBELXJrsrm8p8urwngAGSUZ3D1/KvZV7Ev6GNcXhcfbf6IL7Z/gcPjAJT37w82fcDPe35u1tupCqoLuG7BdSzct7Bmq2ShrZB7/ryHlXkrm3h0QjRPEsRpwTJLbUeV1BggxqLHBxRUOhpmUEKIZiU1PJVbB9zKl2d9yVcTv+LS7pcyY/WMoAmPi2xFrMpf5ddWbCvmqx1fBT331zu+psRecsxjK3OU8cKqF4L2FVQXsLZg7TGfWwjRvBXbivnflv8F7VuwbwGDkwYHtL+/6X3O73w+bq+bDzd/yOMnPs68SfP4cPyHXNj1QuLMdVsZKERT8/l8/LLnFypdlQF9bp+bmetmUu2qDugrsZXw056fgp7zk62fUGQrqvex1peM8gwyKjKC9v139X8prC5s5BEJ0fxJEKeF8vl8ZJXaiAs7upwUMRbleKlQJcTxQ6/Rk2hOJNGSiMvrYmPxxpDH/pX9l9/3ZY6ykElEvT5vyGoYR8Luttc6lr+z/z7mcwshmrcKZ0WtqwMqnBXo1Dq/tu2l20kLTwNgTcEaXF4XiZZE4sxxkjtDtAp2j51luctC9q8rWhc0eXehLXSgw+V1UeGsqJfxNYTabthkVWZhd8tnFiEOJUGcFqqs2oXN5SE+7ChX4piVIE5+hbwgCnE8UqvUxJtC740/tDSvSWuq9XxmrbnRxiKEaD0O+9qiM+PyuvzaogxRNVuvEkwJGDRHdw0kRHOnU+tqLQMeZ4pDrw68gXu4YgCHm29Nqbaf16w1o9VIClchDiVBnBYq+98y4Ue7ncpi0KDXqGUljhDHqThTHFf1vipon1qlZnz78X5tsaZYukR3CXp8l+gudco/EW+KZ0qvKSHHsr/ChhCi9Yk2RNM3vm/QvjbhbSioLghoP7fzufyw+wcApvWeJlXsRKujVWu5qNtFIfuv6XMNUcaogPZYYyxtwoPf+Ogb3/eYqlN5fV6yKrP4YtsXPPzXw3y69VMyKzPrPb/OgMQBIQOyF3a9kDijbJMU4lASxGmhskr/DeIc5UoclUpFjEVPnqzEEeK4pFKpGJE6gnHtxvm169Q6/u/E/yNKH+XXHmOM4cVRL5IalurXnhqWyoujXqy15OmRjGVcu3EBgSOdWsdLo16SKjNCtGJRxiieOemZgCp0ieZEnhv5HHM2zfFrPyn1JLpGd2V57nKm9ppKz7iejTlcIRpNalgqjwx7BI1K49d+WffL6B/fP+hj4s3xvDr6VRLNiX7tbSPa8sxJzwQN/BzO1pKtnP/d+Ty+7HG+2fkNTy5/kvPmnceW4i34fIF59Y5VoimRN099M2C10PCU4Vza41J0Gl2IRwpx/FL56nMWtgAVFRVERkZSXl5ORETLLVn37p+7eX7+NmZfOeio94E//v0mOieE88rFwd8IhGgqrWV+Nmcer4e317+Ny+uib3xfdpXtwqwzk2RJ4rNtn3HLgFvoFtMt4HH51nyyqrLYV7GPNhFtSAtLI9GSGOQZjl6ZvYwiexGbijYRpguja0xX4s3xslWiGZG5KRpKYXUheyv2srZwLUnmJHz4WJK9hHHtxlFkK8LtddMvoR8uj4usyix6xvUk1hQrq3D+JXOzdbK5bBTZi9hctBmH10HvuN7EGmMPW24735rPvsp9ZFVm0S6iHWnhacdUXryguoArfrrCr4rlfonmRP53xv/q7RoAwO1xU2ArYEfpDkrtpXSL7UaCOYEYY0y9PYcQrYlsMmyhsstsxIUZjimRX7RZL9uphDhOFduL+WzbZxTbi9GqtCSHJePwOGq2LrSPaE+3wYFBnESLkhj5hMQT6n1MUcYoooxRdIrqVO/nFkI0b/HmeDLKM/hmxzeUOcpqErD+mPEjcaY4TFoTw1OG0y62HX0Tgm+/EqK1MelMpOvSSQ9PP6rH7X+vHpQ0qE7PX2YvCxrAAcivzqfEXlKvQRytRktKWEqt+XGEEAdIEKeFyj6GylT7xVj0rM8qr+cRCSFaAp/PV1PZwu1zk1mZ6ddf6ihtimEJIY5j5Y5y9lXuC2jfXxa5vnNwCCFq5/Q669QvhGhYLS4nTrt27VCpVAFfN954Y1MPrVEp5cWPbatBtFlPfoW9XvezCiFahjBdGMNThofsP7396cE7PG4oz4LincqfHvlQJUSr4XZA2T5lflfkQCNfH3SKDr0KL94UL1unRMtXmafMr7J94LQ19WgOK8YYg1FjDNqnU+uINR57PjwhRN21uCDOypUryc3NrflasGABAJMnT27ikTWu/dupjkWMRY/D7aXc5jr8wUKIVsWitzC9//SgJUo7R3Wme0z3wAdVFcDfL8ObJ8KrJyh//v2y0i6EaNkqcuGXh+C1Qcr8fmc0rPsUqksabQixxljO7XRu0L57Bt9Dgjmh0cYiRL2ylcPmb2HWWGV+vXoC/HQ3lGc39chqFWuK5ab+NwXtu67PdcSZpGKUEE2pUbdTrVixgsWLF1NQUIDX6/Xre/HFF4/oHPHx/sm5nnnmGTp27MjJJ59cb+Ns7qocbsptrqMuL75fjEX58JZXYSfKfGxbsoQQLVe7iHZ8OuFTZqyZwV/Zf2HWmpncdTIXd7s48MOSwwp/vgjL3zzQZi+DhY8rQZzRD4PB0qjjF0LUE2sRfHMdZCw+0FaZC3Ovg7NehX6XgFoT8uH1JcIQwfQB0+kR24N3N75LvjWfbjHduH3g7fSK7XVM+f+EaBYyfofPLz/wvccJ/8yB/A3wn88grP7yytQng8bA2R3PJsWSwqtrX2VP+R7aRLThxn43MjR5KEZt8FU6QojG0WhBnKeeeooHH3yQrl27kpiY6PeGfKxvzk6nk48++ojbb7/9uHqDz64pL35sAZjofwM3eeV2uiVJJQMhjjdajZbO0Z159qRnqXJVoVKpiDHEBC/jaS2AlW8HP9HKd2DIdWBo37ADFkI0jMpc/wDOwX59FDqOgcjURhlKrCmWC7pewOg2o/H4PBg0BqKN0Y3y3EI0iMo8+OWB4H05/0Dp3mYbxAGl6MDYdmMZkDgAl9elbKMyyTYqIZqDRgvivPzyy7z33ntceeWV9XbOuXPnUlZWVus5HQ4HDoej5vuKiop6e/6mkl1WDUD8MefEUT6o5VdIhSrRtFrj/GxJwvRhhOnDaj+ouhi8nuB9Xo/SHyNBnNZG5uZxIn9j6L7qYnBUNt5YUG7qHUs55OOJzM0WxGlVcuCEkrkS0gc33niOkQRuhGh+Gi0njlqt5sQTT6zXc86aNYvx48eTkhK6HN3TTz9NZGRkzVd6+tGV6muOskttaNSqmhU1R0urURNl0pFX7jj8wUI0oNY4P1sdnfnA32M7QvuTlT9r+k2NPybR4GRuHidqKxGsUoNsmWh2ZG62IBodaGu54RqR3HhjEUK0KipfI5Uoeu6558jJyWHGjBn1cr69e/fSoUMHvv76a84+++yQxwW7Y5Genk55eTkRES1zK9HTP25h7tocZlzY75jPcf83GxjaIZanz+1dfwMT4ii1xvnZ0mVW7GNb6XZW5a8i2ZLMSakjSCjYSYXKx1p7Lpsr99EjvA19TcmkrPoA1ZkvQ7gkHW1tZG4eJ8oyYeaJYC/3b1ep4KzXIakXbP1BqVbV7UyIbEM+LnaU7mB53nKSLcmMSB1BgjmhJkeG1Wml0FbIb5m/UWYvY0TaCNpHtCfOfCARakF1ATtKd7Asd1nNORLNiRhq+8ArAJmbLYrLBj/dC2veD+zTGuGm1eBzQ8YfULgd2gyFlH4QmdbYIw3K5/ORa81lXcE6NpVsomt0VwYkDCA5LBm1KvQ6gNyqXLKrsvkt8zdMWhOntjmVWFOsrLIToh41WhDH6/Vy5plnsn37dnr06IFO55974euvvz6q8z366KO89dZbZGZmotUe+a6wiooKIiMjW/Sb3Y0fr2FvkZUHzuxxzOf47/xtRJq0vDel+S/jFMeP1jA/W7K95Xu47tfryarKqmnTqrS8MOoF1heuZ9bGWTXt4bpwZp/2Dl3jejbFUEUjk7nZSnk9kL0aPjwHnFUH2ifMgLz1sOq9A206MzlTf2Da0ofYV3lgi4hGpWHGKTMYljIMt8fNz3t+5tGlj/o9TZ+4Prw06iUSLAnkVuVyzYJr2FOxx+8cL456keEpwyVh6lGSudnMVWTDp5dCzpoDbVojXPE9eF3K3HMflN4gPBmu/MF/xWsT2V66nSk/T6HCeWDLXpgujPfGvUf32CCVLIGcqhwe+fsRluUu82uf1nsaF3W7SCrNCVFPGm071c0338xvv/1Gly5diI2N9VsKGhkZeVTn8nq9zJ49myuuuOKoAjitRWZJNbHHmA9nv2iLjlzJiSOE+FdJdSHPr/qvXwAHwO1zc/cfdzO+/Xi/9kpXJbf+fieF1YWNOUwhRH1SayBlANywFC78CMY9BVf/ClFt/AM4QHW/i3lpywd+ARwAj8/DbYtvo6i6iAJbQUAAB2B90Xo+2fYJVqeVl9e87BfA2X+OOxbfQaFNXk9EKxORChd/Clf9CuOehsnvw43LITwJPrnYP4AD/1aHuwGqS5pkuPsVVhdy22+3+QVwAKpcVdzy2y0UVBcEPMbr9bJw78KAAA7AOxveIacqp8HGK8TxptEiIHPmzOGrr77izDPPrPO5fv31V/bt28fUqVPrYWQtT1apjc4J4XU6R4zFwOq9pfU0IiFES1fmrODP7D+D9jk8DnaU7aBnbE82FW+qac+qyqLEXiJLpIVoyTRaJWgT1Ub53mn1L4n8r5LOY1iwLHilHbfXzfqi9ZTZy0I+zadbP+WcTucwf8/84OfwuVlXsI70cMnxIlqZ8ETlK33QgbY9SyDUfMlcpiQWN8c0yvCCKXWUBgRs98u15lJiLwlYVZNrzeXTbZ+GPOcX27+gZ2zP4JUwhRBHpdGCODExMXTsWD9LA0877TQaaRdYs2NzeiixOkkIr9tKnBiLjtJqFw63B4NWU0+jE0K0VC6vC6/PG7K/zF5GlCEqoN3hkQTpQrQqHhfYAm/yuFFWzIRSai/F6rKG7K9yVeH1eXH73KHP4ZCbS+I4cWgeqkO5m/a91elx1trvCDI+r89LpTN0RbtyRzlur1uCOELUg0YL4jz66KM88sgjzJ49G7PZfPgHiKBqyovXOYijPD6/3EGbWPn3EKJVcNqgugh8HtCHg6X2sqCl9lKqXdWoVCrMWjNJliTyrHlBjx2cNJhwfTjndj4Xq8vKt7u+ZX3hemKMTXenUAjRADQ6OP0ZZVtH8U5YNRvKM7FU5pMWnkZWZVbQh/VL6Ee5I/QH0xMSTkCv0dM2oi17K/YG9KtQMTxlOHnWPNxeNwaNQVb5idajqgCc1crKN0s8xHUOfaw5BkxRjTa0YKIN0ejVepzewGCOVq0NWnY8whDBwKSB/FPwD+d3Pp8uMV3w+Xwsy13G97u/5+T0kzFJRUsh6kWjBXFeeeUVdu3aRWJiIu3atQtIbLxmzZoQjxQHyyq1AfUQxPm3PHlehV2COEK0BmWZsPgZ2PA5eJyQ0h/GPwdJvQPKgNvddnaU7uDJ5U+yqXgTWrWWewfdyx0n3MFdf9wVcOr/nvxfluctZ9aGWRTbi4k1xnJxt4u5vu/1xJniAo4XQrRQZZnw+7Ow/jPldSS5H4x7EtZ9Svzyd7hvzF3cuOyRgIcNTR5KkjmJOFMcXaK6sL1su1+/RqXhip5X8L/N/+PuQXdz48Ib/fq1Ki2vjH6FnzN+5n9b/kelq5LUsFRuG3AbQ1OGEmk4utyJQjQb9grIXAHz74Oi7aC3wIArYej1yp/BKled+riS4LgJxZnimNZnGq+vfT2g74oeVwS9gRNpiOTmfjezt3IvszbMYub6mWhVWk5OP5lXR79KWljzqLolRGvQaEGcSZMmNdZTtWqZpTbUKoj+NwhzrGIsB4I4QogWriIH5pwFJbsPtOX8A++Ng6sXQWp/v8MzyjO47KfLarZGuL1unlj+BM+d9Byvjn6Vl9e8zM6ynUToI7h/yP1sLt7MexsPJDktthfz2trXmNJrCn3i+zTKjyiEaGAVOfDhJGX1zX65a+GLK+HCD2HrDwyI78c7Y9/h+VXPs710O+G6cP7T/T9c2PVCYkzKh7rXT32d2Rtn883Ob7C5bfSN78uUXlP4YvsX/Jn9J1WuKt4e+zYvrHqBbaXbCNOF8cxJz/D1jq/5dd+vNU+dXZXNnX/cyWPDH+PsjmejUcvWb9EC7VsKH19w4HunFZa9Djmr4dx3lSpUf78M1iLl76c+Bu1GKEnHm5APH73jenPnwDv5aMtH5FnzSDQncnG3i+kW0y3k4zw+D7cvvh2X1wUoua4W7lvIxqKNfDj+w8YavhCtXqMFcR55JPDOjTh6WaXVxIcb0KhVdTqPSa/BrNeQV26rp5EJIZpM7lr/AM5+Pi8seBAu/F/N0uxKRyUz1swImtvi7j/vZva42bx+yqs4vS40KjWoVDz414NBn/bDzR9yQZcLSAuXu2tCtHi56/0DOPv5vLD0DZg8m7CwRIbSgbfHvo3D40Cj0hBrikWrPnA5mWRJ4tYBtzK+/XgKqgvYWbaTp5Y/VVPN5uudX5NkSWLm2Jk4PU40Kg2Vzkq/AM7BXlr9EsNThpNkSWqQH1uIBlOZBz/fG7xv3zKoyodhN0Lv88HrBq0BwhIbd4whFNmKuHnRzXSJ7sLVva8m2hBNuaOcuTvn8to/rzHvnHmYdf4r+atd1by57s2aAM7B8qvzWZq7lHM7n9tYP4IQrVqDB3FKS0v56KOPuOKKK4iIiPDrKy8vZ86cOUH7RHBZJTbi61hefL8Yi56cMlmJI0SLt/Wn0H17/1bu/P0bxLG6razKWxXy8K92fMXTJz1d8/36wvW4vcETkbq9bkrsJRLEEaI12P5z6L59fysJj/8VLB/GwVxeF/9d9V/WFa4L2v9jxo9c0PUCUsJSAEIeB1DmKKPSWSlBHNHyOK3Bb7Dst285pA2EiJTGG9MRKnOU4fK62FS8ya8q5X4ltpKASnKVzkpW5K0Iec5F+xYxocME9Jq67SYQQoC6oZ/gtdde448//ggapImMjOTPP//k1VdfbehhtBr7SqqJq68gjllPvmynEqLli6hl77w5BlQHXurVKjVRxigATFoTveJ60SW6CyqU1X2Hlgw1aGp/vTlcvxCihUjooXygNAcJ0BijQHXk2zv0Gn3QnBkmrYmesT3pHdcbnfpAbsTD5byRD32iRVLrlEThoYQlhO5rYge/tyeaE+kT18cvkGrQBr73a9SamiqWRo2RnrE96RrdFfW/1yDxpng0R/E6IoQIrcFX4nz11Ve88MILIfuvvfZa7rzzTh544IGGHkqrkFVaTbek8Ho5l7ISR7ZTCdHUCqsL2VOxh7UFa0myJNE/oT+J5sQjL8PZ6zwlGWkwQ673u1CMM8VxeY/L8eEjNSyVjUUbMWvN3DbgNhbsW8C5nSaxIvNP1hWuJdmSRN+kwSGryYxvNx69Rs9X278i15pLv4R+tItoJytzhGhOrIVKwuKM35WqdR1HQVgSGMKUfo8bKrLBEA5thsPAq5T2BQ8peTo0OjjvPWVryPpPlXN0GAXhyeS6K9hesp1tpdvoGNmRHrE9SLIkYdQaubzH5fyW+RugVLO5qd9NtI1oy/bS7QxPGc7m4s2sKVhDnCmOgYkDOSXtFH7L+i1g+MOSh0kVPNEyhcVBr8mw7uPAPo0e2gyD0r2QvVpZsZMyABK6HX5lTlUBlO6BPUvAEqfk0AlPwqc1kWfNY1PxJnaX76ZbTDc6R3cm2XL0SZKjDdEMTx7OuV3OpcJRwd7KvaSHpxNtiOaLbV8EnZNxpjiu7HklxfZiOkZ1ZEPhBvQaPbcMuIVf9v7C5K6TKbIVsaN0B5tLNtMuoh294nqRZEnC6XFSaCtkVd4qimxFnJB4Am0i2kjxBCFCaPAgzq5du+jcOXQZvc6dO7Nr166GHkarYHW4Ka12kRBhrJfzxYTp2ZxbUS/nEkIcm9yqXG5YeAM7yw7kotCr9bx+6uuckHDCkQVyIlLhrNfgu5vB5zvQ3u4k6H+pX4JEtUrN2DZjeGTpYyzLXVbTrkLFg0Mf5Osdc3lv04Ekxu0i2vHsSc9y3a/XUeYoq2kfkTKCczqfw+TvJuPwOGra20e257XRr9Emos1R/iaEEPWuMg++vRl2/nKgTaWCCTOU4K/WBFkr4KNzwXXQTZ3YjnDO2/DFFXDeLFjxlv92q4gUMi79nKmLp1NkK6ppjjRE8t5p79ElpgudojoxpecUZm+azWPDH+PnjJ95Y+0bzDhlBv+37P/YXnqggpVOrePFUS/i8rpYkrOkpj01LJWHhz1MuL5+bl4J0ah0Zjj5bsj9Bwq2HGjX6OA/X0BlrpJM3Fl1oC+qLVw+D2LaBT9nRQ58fiVkLT/QptbAfz5ne3QqU3+5mgrngWv7eFM87417j3aRIc4XQpw5jtsH3s61C66l2F58YHiGKN4e+3bAqt39hqcM5+kVT/PqP/67LG7pfwsRuggu/elS8qx5Ne1hujA+HP8hWVVZ3Pbbbbh9B7Zv94ztycunvEyipXnkCRKiOWnwII5GoyEnJ4c2bYJf0Ofk5KBWN/iurlYhs7QagIQ6lhffL8aip7DSgcvjRaeRfwMhGlu1q7qmEtTBnF4nNy28iW/P/pbU8NTDn8gQBj3PgbbDYedCsJVCx9EQ3TZgubbX42bB7h/9AjigVKL4v2X/x2ujX2POljk1eXD2VOzh0b8f5aPxH7KzbBfbSrfRJboLHaM6cuH3F/oFcECpfPXiqhd5dPijNdu2hBBNwOuFjV/5B3BACfR+dwukDwF9mFI5x3XIqtziXbDibZi2GHb+GpAvp/jE6dyx9BG/AA5AuaOcmxfdzIdnfEiCOYGre1/N5K6T+W3fb/yZ/Sdndzyb73d/7xfAASWHzu2Lb+fLiV8yNHsoBdUFDEkeQtforvIBTrRcLpuSFHzYjcrKm5y1YImHxJ5KIuNPLvAP4ACU7YV5NykV4UzR/n1uJyx70z+AA+D1UFBdwE1rn/UL4AAU2gq564+7eGvsW0e1oq3YVszdf9ztF8ABJVfO7b/fzpzT5xBvjg943NLcpTUr8A728j8v0zWmK2X2Mr/2KlcVBdUFAQEcgE3Fm3h3w7vcOfDOoNu3hDieNfgn9/79+zN37tyQ/d988w39+/cP2S8O2FesBHHi6ymIE2sx4AMKKh2HPVYIUf9K7aXM3zM/aJ/D42BzyeYjP5khTLl7PuQaGHUPpA8Kut++2JrLh9s/D3mav3P+ZlDiIL+2raVbySjeypi2Y7ih3w2c2vZUtpdux+YOvh1zcdZiSuwlRz52IUT9sxbA0tdD92+eB0XbwFEZvH/HL4AXlr0R0FUS35EdZTuCPizHmlMz/yMMEZi0Jj7d9ikAI9NGsmDvgqCPc3ldrC1cy9aSrawvXE+SOUkCOKJlsxbCmvfh25vg5/uUbVPrP4MvrgR7KVSHeJ/c8ydUFwe2Wwth1XuB7SoVRWFxfitcDra1ZCul9tKjGnqJvYTd5cGTMmdVZgV9jy+2FfP+xvdDnvOXvb8wPHW4X1uHyA5sKdkSEMDZb+7OuXI9IUQQDb4S56abbuKiiy4iLS2N66+/Ho1GWdbv8Xh44403eOmll/j44yB7RUWAzFIbeo2aKNMR5sk4jFiLkigwt8xGapSpXs4phDhyLq8r5IULKBdE9c3j89V6QVTmKAsoG6qMpdDv+0PvwPs/hwen13nsgxRC1J3XE/yD4H7VJcqHwlB8XnA7oDpwrjtCVKyrObWruubvHq/H7wNksPLD+xXbinF5lGDOoSsKhGhxPE7lC5S5uH8+WuLAVlb7Y11BCo943YErdwDUOqwhbqrsd+iq2cM53PF2d+D43F43pY7QwaJSe2lAEvMwXVit1yR2j73W6yQhjlcNvhLnvPPO4+6772b69OnExMTQv39/BgwYQExMDLfeeiu33347559/fkMPo1XILKkmMcKASqWql/PFhilBnJxyqVAlRFMw68y1JhzsFderfp7IYYXyLCjPwqIxMDBhQMhD+8b3ZUdp4B32HvG9/b7vHdc74Jj9EswJWLSWYx+vEKLu9GFKomJzLIy4DS6Yo+S36XmukpOj7TClIlUolngwRkLbEwO6olCjVwevGKVWqYk3HdhmYdFZGJg0EFDu7teW+LxPfB/WFKxBrVKHzLkhRLPlPPBei6NKmYPR7SEyHUY/pMzBc2YqCYyjaskbZ4wCU1Rgu94CSX0C2z1OEnXhNVUmA06nMR62AtyhogxRfhXkDqZRaYJuzQrThwWs5D1Y/4T+bCvZ5te2p2IPPWN7hnxM+8j2mLWBN5aEON41SiKUJ598kmXLlnHllVeSkpJCUlISU6ZMYenSpTzzzDONMYRWYV+xtd62UgGY9VrMeo1UqBKiiSSYE7hr0F1B+05IOIEUy2EqVByJ4l1KwuOX+8LLfQj/cwa39r85aJnP1LBUYk2x7Kvc59c+JGEgiUb/ChHxpngGJg4M+pTT+08nNewIcvkIIRqOKRLGPw2T3oCsVfD55UquDb1ZSaoa2xn2LYcOpwR//Nj/g4g0GPMwqP0Xbsev+4KpXS8M+rALul5AjOnAB7wwfRg397sZrUrLF9u/YFrvaUEf1zuuN3qNnkJbIed3Pl8qUomWpWQ3zLul5r2WuTcoK9nOmQljH4ct3ylz8Kd7Ia4zhCVCj3OCn2v0g0oFuUNZ4uD04J+bYjJXM7lL8JviV/e+2i+weiT2V5oK5uJuFxNrig0cns7C9f2uR6sO3OgRb4pnSPIQtpX6B3EqnBWE68PpERs8oHzvoHuDPpcQxzuVz3dwKZPWr6KigsjISMrLy4mIiGjq4RyVMS8spnNCOFcMb1dv57z7q3Wc0jWBx8+upzv+QtRBS56fx6rSWcmqvFU8v+p5MiszMWlNnNf5PKb0mlL3O9Gle+GdU/y3VBijsF/5PVu91Ty1+gW2lGxBq9JyWpvR3NjvJvaU7ebpNf8lqzILk9bE5I5nc0WPy0mISA84fXZVNh9s+oC5O+dic9tIC0/j5v43MyhhEPGWo7tgFM3b8Tg3W4W8jcprgOeQ7Y2xnZTgzNfT4Nx3IOMPWPepslUjqi2MfUwpI26KVrZ15G+AH++CnH+USjjdz6bktMf5JfcvZq6bSbG9mChDFFN7TeWsjmcFfOhyepxsK93GU8ufontMd3rH9WbWxlnsrdiLUWNkQscJXNLtEm5bfBuTOk1iUqdJ8sHtCMncbAZK98G7p4D1kK2HqQPhlPvgo/MCH9NxDEx8GdbMgeUzwVGhVJoc8zB0Pg3MIYKYjirIXgU/3QOFW0FrgN4Xwai7KdabmLtzLrM3zabcUU6cKY7r+17PqW1PPaagaImthJ/3/Mzb69+m2F5MtCGaq3pfxYQOE0LOT6fHyY7SHTy9/GnWFa1Do9IwOn00t55wK5GGSBbuW8jra1+noLqACH0El/e4nPO7nI/L6+Kd9e/w7a5vcXgctI9ozz2D76FvQl/CdGFHPXYhWrtGDeKUlZWxYsUKCgoK8Hq9fn2XX355o4yhpb7Zeb0+uj30MxcPTuf0XqG3XxytZ3/eSlyYnnevCL38UYjG0lLnZ30orC7E7rajVWuJNcWi1wTfqnDEPB7487+w+Cn/9qHXQ9F2sFdSeuqDVFli0aAiKusfzAsehku+oNASh93rQqvWEGeKR2cIfQFlc9kosBXg9roxaAy1bpUQLdfxPDdbLHuFEqQ5pLJUjTNfhL9fgfJM6HK6UuFOo4fE3hDbIfB4a7HyQVOtUbZo6S14fV4KqwtxepzoNXriTHFo1IGr/PYrtZdS5arCoDHg8riwe+xoVVosOgs2tw2dRke8Kb7Wcwh/MjebmNcDS2bAoscD+05/Bla+C8U7A/sArlkMib2gKl8JtGpNEHGE1/hVBcr2LbVWWaGjU3JberweCm2FuDwu9Bo9CeaEOqVh2D/HHR4Heo3+iOdnmaOMSmclapWaaEN0Ta49n89Hga0Ap9uJTqMjzhRXs3LH4XZQbC/G4/Vg1pklkCtELRo8sfF+3333HZdccglWq5Xw8HC/FxSVStVoQZyWKr/SjtPjJSHcWK/njbXoyZbtVEI0uWClOuvEUQ7bfgxsT+mvVLdwO4h+/yyiD+1f/hbx5759xE9j0ploq2tbp6EKIRqAoxIyfg/dv/cvSO4LpXtg6w/KF8BVC4IHcSyxytdB1Cr1UVWQijZGE20MeNURouVyVMC2H4L3RaSEDuAA7PlbeU+OPIabH0GqTwJo1BqSLEG2Yh2jo53j+0UZoogyRAW0q1QqEs3Bz2fQGkgJq4dt5EIcBxolJw7AHXfcwdSpU6msrKSsrIzS0tKar5ISKR13OPvLiydG1G8QJy7cQE6ZJDYWotXR6JWkpIdyVh9oN8fDoGnQe/KBftkGJUTroFaDoZaVGcYo5U7+obT1l3tPiFYv1HvtfkHyw9SwyEoTIcSxabSVONnZ2UyfPh2zWTKMH4u9JdWooF4TGwPEhRkot7mwOtxYDI3230EIUd9cNqjMU/bK28uh7QgYdmPgnfjNc2HAFWT3mkSJysc/BWuw6MLoP+Y+orL+ISauW9DT51nz2FO+h93lu+kQ2YF2ke3q9W6fEKKeWRJgyLWwMMg2D4BOY+DLKf5tkWnK42pRbCsmuyqbjPIMukZ3pcRewp6KPbSLaEeHqA5+rwtVziqKbEX8U/APHp+HAQkDiDPFEXFQcCnfms/eir3sLNtJ24i2dIzqKK8touXQW2DYTbBrUWDfrkXQ4yzY+HVgn1oL6UOgLBMKNis57JJ6QUwHCD/2//951jx2le1ib8VeOkV1om1E28OupMmz5lFkK2J1/mrC9eH0T+hPrDHWb54eyu62U2QrYkPRBsod5fSL70eiJVFW2gnRSBrtU/u4ceNYtWoVHToEWaIrDmtvsZXYMD16bf0unor7t8x4dpmNLonh9XpuIUQjcVphxy/w1dXgdR9on/wB9L8U/vnoQFvG72Sf8zrPrnyO3zJ/q2nWqrQ8MuwRTgqL59B7gxnlGUz7ZRr51fk1bYnmRN457R3aR7ZvoB9KCFEnag30+4/y2rBvmX/fmEdg31Kles5+hnDlNaOWnBx51jxuX3w7OVU5PDniSab/Np1ca25Nf5wpjndPe5eOUR2pcFTw+bbPeeWfV/BxIP3iFT2u4KreVxFtjGZfxT6uWXAN2VXZNf2xxljeHfcunaI61f13IERjSO4LA66ANR/4t7udMPphyFmrVK/aT6WG82eD2w6zx4Ot9EBfXGe45GuIrqUEeQg7S3dy9S9XU2w/UMwgNSyVt8e+TZuI4OfLqcrh6eVPszhrcU2bVqXlseGPMTJ9ZNAtUXa3nb9y/uLO3+/EfdA1x8jUkTw6/NH63x4uhAjQoImN582bV/P3wsJCHn/8caZMmULv3r3R6XR+x5511lkNNQw/LTUB3I0fr2FPkZUHzwxegu9YFVc5uOmTf5h95SBO6VbHSjhC1FFLnZ9NrmgHvD4YfP4J41Gp4dJvwBQFm78FnxfP4GuZkzmfF1e/GHAaFSq+mPgFXWO61rQV24q5+per2VkWuK+/Y1RHZp02S5IPHgdkbrZgVflQtFPJeWOKgm5nKvlwIlKgJEPJ2RHTAeK6KAHfM1+E8MA793a3naeXP83XO7/mtgG38fOen9lSsiXguDbhbXj/9PfJrsrmsp8uCzqkN8e8Sa+4Xlz363VsKt4U0J8Wlsac8XPkw+ARkLnZTFSXKEnCN30LPg/0OBui2ihJhytylEpxuxYpq926jleSGL89EqyFgefqeCqc/x6YatmmdYiC6gKu+OkKsqqyAvp6xfXijTFvBKyScXvdfLDpA2asmRHwGBUqvjrrKzpHdw7o21uxl7PmnoX30GsOYHr/6UztNVWSkwvRwBp0Jc6kSZMC2h5/PHBZr0qlwuPxNORQWrw9RdZ6T2oMEG3Wo1GryKpLcmOnFZa+Drt/B3M09LsUuoyDOmTDF0IchU1zAwM4oLTNvRam/Q6nPgJAdsU+Pt76cdDT+PDxw+4f/II4JfaSoAEcgF1luyixl0gQR4jmLCxR+Wp3ovJ9wRalXDgogZvINGWlTuFWpW3UfUGDOMX2Yr7b/R0A7aPaBw3gAOyr3EexvZg5m+aEHNK7G9/lseGPBQ3gAGRVZVFkK5Igjmg5zDHKV3LfwL6IFOWry2kH2vYtCx7AAdi9EKqLjiqIU2wrDhrAAdhYtJFSe2lAECfPmscnWz8J+hgfPn7c/SO3nHBLQN9v+34LGsABmLN5Dmd3PJuEw2zLFELUTYMGcQ4tIy6Ojc/nY0+RlT5pUfV+brVaRaxFT1Zp9bGdoLoE3p8AJTsh9QRlRcAnF0KfC+Gs10BbxzLJQojDK9sbuq+qQLkr+C8fPoptxSEPL6gu8Pve5q49wHu4fiFEM+M66P2+aLvyFar/4GaPC5fXVfP32lhdVorsRSH7i23FNeeq7RxCtFrW0PMDn0/Jc3cUqlxVtfbbPYFFTLw+L0W20OM4eAv1wXKsOSEfU+Yow+OTG/NCNLRGy4kzZ84cLrzwQgwG/8S8TqeTTz/9VEqM16KoyonV6SG5nitT7RcfbiC79Bg+iHm98MWVUJENZ7wI0f+WGd79G/z1inIhOPkDZV++EKLe+Hw+imxFeH1eDBoDUd0mwLpPcIy4nYIeZ4JGR1jBdqJ/eUiZl1qjMk9RoVfr6BPfh9X5q4Oee3DyYCqdlVhdVjQqDQmmBDQqDW3C2zCp8ySSLcnkWnOZu2Mu+yr3EW2QJIZCNEsuO9iKARWYokFnUtqNUUpS1YPzZ+2nUivbP4Iw6UwkmhPJr85Hp9GhVWv98mHUnAIV0cZohiQPYUPRBsa2HcuI1BEYNAaiDdGE68PRqDRE66OxaC1Y3YHBGhUqWYUjWh63Xbm56fOBKQb0ptDHxtaS88kQUXvFqyASzAmoUNEpqhOTOk0i3hxPdlU23+z4hjxrHhH6CNweN8X2Ynz4CNeHY9Qa6RPfh38K/gl6ziHJQwAl6Or2utGqtcSaYhmWMoxPt37KsJRhnNb2NExaExuLN/Ltzm9JC0/DqDVS7aqmwlmBChUxxhh0Gl3Q5xBCHJsGzYlzMI1GQ25uLgkJ/svriouLSUhIaLTtVC1x7/DKPSVMnrmU587rQ3pM/Vf3mvn7Lkqrncy7acTRPfCfj+DbG2Hs/0FKf/++zOXw25MwfDqMfaz+BitatZY4Pxtbsa2YX/f+yqyNsyisLqRnbE/uHnQn0foIvtw5l693foPVZWVo8lBu7ncjHbRhGP54ETZ+oZxg5N2s7nwSU36e4pdsFJRkxTNPncljSx9jY9FG4sxxXNnjSk5IPIENRRv439b/sad8D20j2nJJ90uIMcQwLHUYFp2lCX4TojHJ3GxhSvfAny8dmPc9z4URt4GjSkl0XJENq2cHPm7gVBj7uJLk+BA+n4+fMn7inj/v4ayOZ2HSmvhs22cBx53Z/ky6xnRlVNoocq25/JjxIwv2LsCHj1PST2FSp0m8vPpl+if258KuF3LDwhvIrMz0O8fZHc/mnsH3EK6XgguHI3OzmSjdC3/NgPWfK1uZe54LI++EmBDJ/6tLYO71sP3nwL7TnoAh18FRBD4qnZUsy11GQXUBn279lKzKLDpEdeDS7pcSrgunT3wfPt76MV/u+BKby8ZJaSdx64BbKbYVM2V+8OuB98a9x86ynbz6z6tklGfQJqINN/e7mV5xvdhZtpNlucv4fvf3VDgrGJw0mEu7X0qiORGdRsfra1/nt32/YdQaOafTOVzS4xKSLaGTpgshjk6jBXHUajX5+fnEx/vfWVm3bh2nnHIKJSUljTGMFvlm9/mqTO75cj3vTxlc79WpAL5ak8WirQWseWjskT/I7YCX+0JsZzj57uDHbPwaVr8Hl3wJnY/i3OK41RLnZ2Mqd5Tz3MrnmLdrnl/7J2d+wmNLH2NryVa/dr1az0enf0D3jy6G8n017cUXf8KWsAieW/kcGeUZqFVqRqSM4JYBt3DzopsDlkqPbTuWjpEdmbl+pl/7bf1v4ZKuF2EwhNXzTyqaG5mbLUjZPnj3VCWh8cEs8TDpTfj4ApjwkhLoWTUb7GXKnf+hN8CgqUr+nBAqHBUsyV7CS6tfYlqfaeRac/l82+dUOCuw6Cyc2/lcukZ35eG/H2bmqTN56K+HArZkRBmieOakZ7hh4Q20jWjLS6Ne4vKfLqfCWYFZa+aS7pfwn+7/Ic4UfEWQ8Cdzsxko2wezToPKXP92cyxM++3ASvWD2cuV/FTrPoH1nynbpyxxyjxsP0q5Oao+8mv+alc17218j7fWvxXQ98CQB9hWso0vd3zp127UGPnirC/IqshSrgcqDlwP3DnoTv7J/4dHlj4ScL73x73PC6tfYEPRBr92rVrLR+M/UirYHXId0TaiLbNOm3XYcudCiCPT4Nup+vfvj0qlQqVSMWbMGLTaA0/p8XjIyMjg9NNPb+hhtGgZRVbiww0NEsABSAg3UGJ1Uu10Y9Yf4X+J9Z9DZZ5SpjSUnudA3jqYewPcuFxJ+CaEOGZFtqKAAE636G7kV+cHBHAAnF4nr657gyfGPU7M51fWtMd+cjEjLv6MdmPewOqyolVrMWlNTP9tetC97gv2LuCs0WcFbJ94Y/1MxrUZQ6oEcYRoHrwe5QbKoQEcUJKoZvwO7U+G725Rbq6c8Txo9JDQXalQdZg7/xGGCMa3H88JSSdgc9kwaU1M7DCRnWU7cfvczM+Yz0ebP6JPfB/WFKwJmlOjzFHGH1l/MCJ1BH9k/cG2km3MmzSPCmcFRo2ROFOcbL0QLYfXqxQXODSAA1BdDGv/ByPvBs0h19dVhfDBBOg2Ec5+Q9nK6KpWjl8+E6YthsjUIx5Gsb2YWRtmBe2bsWYGjw9/PCCIY/fYef2f13l8+OO8eeqbNdcDUYYo7B47z6x8JuBcMcYYcqw5AQEcUKpdzVg9g9Pbn857G9/z69tbsZd/Cv7h9PbymU+I+tDgQZz9FarWrl3LuHHjCAs7cLGv1+tp164d5513XkMPo0XLKKwiqYHy4YCSEwcgq9RGl8QjWLrs88HyNyF9sFLVIhSVCobdrGy5+uUhmPR6PY1YiOPT5uLNAW1j2o7h98zfQz5mac5SqvreSEAIddH/kXb5PIhR5nBGeQbbSraFPM+O0h2khaWxp2JPTZvD46DYXkwqIZaLCyEal70CNn8bun/Xb9DtDCV33Y4FyhfAhBkQ3zX04w6iUqlINB+4m/7tzm958K8H/Y7pE9+HZTnLQp5jac5SJnScwB9Zf/DL3l8Y23asVLkTLZOjArbUMue2zIPB1wTmmiraDh4XbPpa+TqUvfSogjgF1gLcviB5rqg9SfgfWX9Q4awgNdz/uTYWbQxauKBbTDfW5K8Jeb7lecuZ3HVy0L4fMn5gTNsx6NQSpBWirho8iPPII8pKjXbt2nHhhRdiNDZcMKK12lVopV1cw+Wc2F+6fF9x9ZEFcXLXQf6m2lfh7GeJgxOuhGWvQ/9Loe2wug1WiOPYwblnIvQRROgjcHgcfnkjYo2xGDQGCqqVCzqzzozK64aIfy/QKrKVPw1hSnLTf2nVWlSoAvbFH/zcwapb6NVSgU6IZkOtUeZ2sPaIVIhKVxIeH8pw7NtwguXEsrvttebKMuvM2N3KOMJ0YWhUUgBBtFBqLegPmnMRKYDqwHut3v+9tob+oPkRmQ5RbZTtVbZ/00toju691aA11Nqv/XcMscZY9Bo9BdUFeHweLDoLKpUq4PhQgRaHx4FZFzo/p1FrDFl5LkIfgZqG2VUgxPGm0apTXXHFFY31VK2Kx+tjb3E1wzs23B2qKLMOvUbNvpIjLDO+/jMl637KgCM7vss42LkAfrwLrv1dqlWJ1s9pVUp7565Tynsn94OwhKDJQgFKKnMpsBWyvWQr8eYE2kW2I8GSikbrfxHVNbor3aO7M7X31JpVMO0j2hNvjmdbyTYu6X4JRbYirG4r7SPas65wHQ63A6PWxPyx9wDQPbwNseu+xNLldDAdqH4RpY9ieMpw/sr5K2B8WrWWlLAU8qx5fu2J5kQshkiW7ltMYXUBnWO6kmiKx2KOpchWxPaS7VjdVnrE9CDWFEuk4eiqbQghjpIxAobeCBl/KN+r1EqBgXYnQuE2CE9WKlXlb4JdC5VjEnpBSj/Y/TtU5kB8d4hIpVqtodhZxpbCjcSHJ2PRR7C9dDsmrZn2ke3JqcpBrVLTKaoTfeL6sL5ofc0wfs/6nZv73xz09QTggq4XkB6WztaSrZzX5TzUh+T+cHlcFNoK2Vm2k3JHOd1juxNnjCPKGNUAvzQh6sAQpsw5Szz0uQBKdiuJjWM7KaviOp0KpqjAx8V0gK4TyBtzH/vsReRZ8+gQ1ZEkL8T9/gIYopS8VbnrweNUriMs8X7v2weLM8URY4yhxB6YY7RtRFs8Xg+vjn6VguoCbG4bHSI7sCJvBeG6cGKNgZ8xoo3RpFhSArZYrytYx9W9rmbO5jlBxzGp4yR+3ftr0L6Lu11MqaOUXGsuGeUZpFhSSA9PJ9GSiNvrpqC6gN1luylxlNAtuhvx5niijVIBU4hgGi2IEx0dHTTSq1KpMBqNdOrUiSuvvJIpU6Y01pBahOxSG06Pl+TIWsoU1pFapSIhwnBkQRyvFzZ9A21PPPJgjEoNg6+FH+9Q9voOkHLyohWzlSmJCn95QMlPAcrWwlH3w6CrA3JD5Vdkcd+SB1hZeGB5coQ+gpmnvEqPuN5+gZw4Uxz3Db2P6YumU+Yoq2mfM24O53U5j7v+uAuHx1HTflrb07jthNs4/duzcXqcAKhVaqb3vJrz0wZy8KVguCGc+4fcz5T5UyioLqhpV6vUPDXiKb7Z8Y3fuE1aE8+PfI77/nqAdYXratqn9riS3gl9ueePe3B6nTXtkzpN4tYBt8qWCSEaWuoApTLOpq/hzBdh7xL430HbG7QGGP8c6M1QvBMmvAizTlWq5fyr4tKvmFe9l/+ufZV7B9/Lbzu+5vvd39f069Q67h18L8tzl7M0Zykvj36ZF1e9yMbijQAUVBfg9DiZ0GGC3+MAhqUMQ61Sc+2v1/LQ0IdIMif59Ts9Tlblr+LW3271285xWtvTuG/IfZLwWDQ/Sb0gbz18fKESwAHlff/E2yBtUPDHhCWxY+z9TFt4I8X24prm7tHdePnM/5K85w/45lo4KA8dw2+GE28N3JqFUmL8+ZHPc/2v1/u994bpwnhp1EtsLdnKPX/e47dKZmKHiVzc7WI0Qa7nE8wJvDjqRabOn0q1+8DnA61aS4IlgTtOuIMXVr/g95iOkR25vOflPLzk4YDzXdXrKiINkVzzyzXsKNvh9zxvj32balc10xZM89v6NTJ1JI8Of5R4c3zA+YQ43jVadaqXXnqJJ598kvHjxzN48GB8Ph8rV67k559/5rbbbiMjI4MPP/yQV199lWnTpjXYOFpaFv/fthYw5f2VvHJRP+LDG24r2vPztxJp0jF7yuDaD8xcqVzsjXtGedM6Gn/+V7n7N31t8OXe4rjX0uZnUFkrlcowwVzxHbQfWfOtw1HFcyuf4/Nd3wQcGqYL46szPyElsl1NW641lwu+u8AvgKNCxRtj3uCmRTfh8XkCznNTv5v4M/tPv0ALwPunv88JiScEHJ9rzeWf/H9YkrOE9LB0xrcfT7wxllJbEX9mLmZD6TZ6RXdhePoonlz+NMvyDuS9UKvUvD76dW5cdCPe/ReyB3l46MMh98qL5q1VzM3jibUIKvNhzx/w872B/So1TJ2vBJVnjfUL4BDZhvUXvsslC66mW0w3zuxwJi+seiHgFGqVmtdGv8bNi27GqDXyyRmf8EPGD2RVZjEwaSCDkwYTpgsjqyqLuTvn4vQ4GZ4ynGJ7MS+tfgmX14UKFV9M/IKuMQfy8WRWZnLW3LP8kqjvd+uAW7my55VBP3Qer2RuNgP7r42DueJ7aH9SQHN+xT7+c8hNk/1GpZ7E0ymnEfZ5kF0MF30M3c4MaM6uzOaVf15hQocJrCtcV1NivGt0V8J0YUz9ZWrQ9+X/G/5/TOo8KejQPV4PudZclmQvYX3henrE9mBU+iiSLEnY3DZyrbl8v/t7im3FnNb2NLrHdifBnEBRdRG7ynfxw+4fMGvNnNXpLOJMcTz414MszVka8DwplhSu63sdD/8dPPhzY78bJdm5EIdotJU4S5Ys4YknnuC6667za3/rrbf45Zdf+Oqrr+jTpw+vvPJKgwZxWppdhVUYtGpiw2rf61pXCRFGtuVVHv7A7T8pe+cTuh/9k/S/DL65Dpa+DqPuOfrHC9HcuWzw92uh+/98EZL7g1HZVlVsK2Ruxg9BD61yVbG9ZKtfEGdv+V6/AA5A3/i+rMpfFTSAA/DF9i+Y1mdaQBBn1oZZdI/pHrC3PdmSTHKHZM7ocIZfu8UQzsVR7bn43++X7F3oF8ABGJAwgGV5y4JeKALM2jiLUemj5K6aEA3NEqesBFweWG4YUFYL7FwIXc/wD+AA9lF38f62TwCY0GECX27/MtgZ8Pq8LMlewuCkwSzNXcqeij3c1P+mgOP2rw4sd5bz1IqnKHeUHxgGPr7Z+Q33Dj4QaPor+6+gARyADzZ9wMQOE0mwJIT+2YVoTK5q+PuV0P1LXlS2Kx6ynTq3Ki9oAAfg9+wllPS9kaC3O//4L7QZFrCqt9RRyo8ZP/Jjxo/0ietDnDmOBXsXsCpvFR2iOoR8X35347uMSBsRdIWbRq0hLTyNi7pdxEXdLvLrC9eHE64P5/YTbg94XJw5jjhzHEOSh9S07SnfEzSAA5BjzSFcH45WpQ1Izvzptk+5qNtFJFmSgj5WiONVo2WXmj9/PqeeGhilHjNmDPPnzwfgjDPOYPfu3Y01pBZhV2EVKVEm1EG2otWnxHAjWaXVeLyHWZi17WdIPeHY8tqEJSp3D/5+RblLKERr47ZDeWbo/soc5Zh/ObxOv2XPh8qt8i9ZGqxcb7QxOuSFIEChrZAoQ1RAe351ftBExUcq3xpYTjXKEEVhdWHIx+xPpCiEaAQ+d/Cyx/sV7wRn4M0bpzmW3H9fa6IMUUFfd/YrtBXW5Lo6NHfGfm6vm58yfmJx5mK/AM5+udbcmu2eoJQiDqXUURqyAo8QTcLlgIqs0P0V/u/7+xXbQr9X+vBhC/X+XJkLB22brnkaR0XN39cXrWfRvkVsLdlKpCHysO/LoYKm9elw1xsVzgpM2sDUEVaXFZcneKJkIY5njRbEiYmJ4bvvvgto/+6774iJUaLJVquV8PAjqI50HNmRX0VyZMNX9EqKNODy+MgtDywnWKMyHwo2KUGcY9V7snIH8K8Zx34OIZoTrxcq85QLNbUO2o4IfWz6UL+7cWatKWhCwf26x/X0+75TVKeAYzLKM+geG3plXI/YHmSUZwS0D0gYQJju2Lc1dokJfM6MigNjGZg4kHsH38sjwx7hnE7nYNQY6RnbE5Om4fJ7CSEOojPBpDdhwkvQfWLgzZcOoyA8sISxqbqMG/tczyPDHkGn1tEztmfAMfv1iO3Bnoo9NX/fz+vzUlhdSL41H6PWSP+E/iHPMTBhIPqDKvEMSgqRQwToHNUZg6ZhVyYLcVQMYdBmuDK/up6h5KGa8BL0OFupSnXI+/5+bSLbhzylSWsiXBPi2j9tIOgDz7d/hWtaeBo39buJx4Y/xjV9rqHCUVHrNUKvuF6YtaGrTR0rh9tBvjVfuXnj9RCuC6917saZ4qhyVQW0p4WlYdRKZWMhDtVo26keeughrr/+en777TcGDx6MSqVixYoV/Pjjj8ycOROABQsWcPLJJzfWkJo9n8/HjoIqTuuR2ODPlRShfLDaU1RNWnSIF/Pdi5U/k/sd+xMZI5U3thVvw7CbIPzIl0fa3Xa+3fkty3KX4cPH4KTBnNP5nKCReyEaRUWukjx0+UxwVCpVKEbeBSvfUZZYH0yjV/7P6w5cjMRbUpje51oeWfFUwKm7RHUhLcz/A1aSJSmgCsyeij2khqUSb4qnMMidvat6XcWzK5/1a9Or9VzS/RK/D05HK9mSRI/o7mwu3VLTtqtsF+0j2vPKKa+wrnAd7296n2pXNcOSh/Hy6JeJ0kcRaZQKVUI0uLJ9sPxtWP+p8n23M+E/n8N3t0B5llLlJiJZSXo8+X34cipoDRSc9w4/WXfz8fI5VLmqGNNmDDf0u4Gr5l+FD/+VutGGaDpGdWRrydZ/X6/SAOXO/vyM+fxv6/+odFYyPGU40wdMp8JZEbCtM8oQxcj0kX5tPWJ7kGRJCqiGB3DHwDskObpoXjQ6GDwNOp4C236C359RblZ2/XfOxbSHIEGIOGM0Q5MGsSxvZUDfVd0vJX77b4HPpdbAyfcGzSsZZYjiiROfwO1189m2z2py4vyn239oH9meDzd/GFC5SoWKWwbcQoSh/nIp+Xw+MiszmbVhFgszF2LUGDm/y/mc3fFspvWexmtrA7ecn5x2Mnsq9gS8xgDcdsJtsgVbiCAaLbExwF9//cVrr73Gtm3b8Pl8dOvWjZtvvpnhw4c31hBaVAK4oioHA5/4lVtP7cyQ9g170eLx+rhi9goeO6snlw5tG/yguTfA3qVwVi17f4+Eswq+ulrJkTP+mSN6yJ7yPUz/bTp7y/fSJaYLKlRsK91GalgqL416yS8pomi5WtL8pCofvpgCew8podt2BIx9DL6/TalWAUoOqYmvKPviDwmclFXlsWDfr7yy/i3KHGVoVBpOTR/FHSfcTnJEm4CnzbPm8dLql5i/Zz4en4cIfQRvj30bm9vGG+veYOW/F4RJliSu73M9feP78OjSx1hbuBZQ7mQ/1ucGusX0QBeZUqdfQV5FJi+sfokFmYvw+DxEGiJ5a8ybPLniaTYUbfA71qQ18cmZn9AxqmOdnlM0jRY1N4935Vnw3jjlz4OFJ8PEl5WVsCfdAT/epZRD7nsxdDiFIq+dO3MWsLrIP9AyscNExrYdy7MrnyW7KhtQVvJN6zON51Y+R6eoTtw18C6Sw5IpshVx9x9317wO7WfQGHj/9Pd57O/H2Fq6FYB+8f14cOiDQd+/MyszeXLZk/yd8zc+fCSaE7l70N0MSxlGeJBVCMczmZvNQFkmvH+GEjw9WHgSTP0FooNcV9srybcX8dr6t/l+78+4vW7CdeFc1eMyzmlzGjE+4OtpkL1aOT62ozJ/Uwcqq+wOPZ3bzoebP+SVfwKv0V88+UU6RnXk8WWPszpfOV9qWCoPDnmQAYkDAnLj1cW+in1c/MPFVDgr/No7R3XmldGv8MPuH5i9aTZWlxWdWsekTpO4ru91uLwunlnxDL9n/o4PH7HGWO4YeAcj00bWbNkUQhzQqEGc5qAlvdkt3VXMxe8s4/nz+4ReHVOPbv98LWf0TuahCT2CH/BSL0jpD4OvqfuTrfsENn4Jt6w/7GqcrMosLv/pcnRqHdf3u57Uf1cn5FnzmLluJmWOMmafPpsu0V3qPi7RpFrS/GTPX8pFWzD9LoHRD4LTCj4fmKIgLHQiTo/HRWFVDlaXFb3GQIwxBospOuTxNpeNInsRDo+DcF04eyr2cMfvd3B+5/PpHd8bj9dDhbOCz7d9ToopgQfanU2Vzw34iCzZQ8yyt+CEK2H4LaCu265aq62UEnsJTo+DMH04Oyv3cd2v1wU9dly7cTw+/PF6vWAUjaNFzc3jmdcLy9+E+fcH7z/lASU/3cLHoPpAWWNuWMFKdwlTFwR/f/9Pt4u5rPtlOLxONCoNeo0ep8eJRq1RXq90FgBW5a1iyvwpQc9xUupJPDjkQSpcFWhVWiL0EbUmKK5wVlBmL8PldRGmDyPBlICqgfMDtkQyN5uYz6esxg1WBQ5g9EMw4rbA7YzFu+Dtk7GNe5Li9IHYPU4sai3xm75Du+YDmPYbaA1K4nGfF4xREB56ZX5WZRYT504Mmt8mQh/B12d9jVFrpMxRhtvrJkIfUe8rXBxuB8+seIYvdwRPhv7SqJc4Oe1kCm2FVLurMWlMxJpia7ZLVTmrKLGX4PK6sOgsJJgTUKsaLfOHEC1Ko22nAvB6vezcuZOCggK8Xv8s6SNHjgzxqOPXzoJKtGoVSY2QEwcgKdJIRpE1eGfZPiVh64DL6+fJuk+Ezd/C36/CuCdDHub0OLlt8W2oVCruGnSXXzQ+yZLE3YPu5rmVz3Hzwpv5fOLnEq0XjWfzt6H71n0Cp9wPcZ2P6FQajY6kyBAr4IIw6Uyk69Jrvn9r3VuUO8qZtXFWwLE71Du4N/VU2n92SKnSjV9B/8vBUrdVfhZTtF/A6ZX1M0MeuzhzMZXOSgniCNFQ7GXKDZJQtsyDLqf7B3AAyvYxv2R5yId9tu1zpvSaSlpEeshjABbuXRiyb0n2ElQqFd1iutV6jv0i9BFE6CUoIZo5e3ntc27jV8pNE8sh1Z+KtoOjEtO86aQFe5ytFBJ7gvnI3qPzq/NDJiiucFZQYi+he2z3Br1OLneWsyhzUcj+ebvmcXL6yaSEBV8FHKYPI0x/7Ln6hDieNFoQZ9myZfznP/9h7969HLr4R6VS4fFIxZJDbc+vIjnKiLaOd8qPVHKEkc25FcE79/5bFjAhdILDo6IPU/bor3oPRtwe8oPkzHUz2Vm2kweGPBD0jcesM3NT/5t4fOnjPL70cV4Y9UL9jE+IwwmyJ72G1gg03h3j2oIiRo0RlSdIBSyd6diqzB1GbcmSJTmhEA1MrYXa8sTpTHBwpReNXslVpzWEnLsR+gjMWjOqI3hNs+gtIfsMGoOspBGtj1oLtd2YCPVee7h8juqj+4imV+v9/h6uD6fcWV4T2NE0wPv9oVSoMIZKyAxYtBbUjVdTR4hWrdGCONdddx0DBw7khx9+IDk5Wd7Ij8D2/EpSIhsvaW9SpIlfNufj8njRaQ55kc1cBlFtwViPd8W6nwWb58KKt5RVC4fYXb6b2Ztmc2b7M2kbEXqVQpwpjku6X8Jb699i4b6FjGkzpv7GKEQoPc+FP0MEDftfGnjX7RgU2YooqC4gtyqXJEsSiZZE4kyB553QYQIfbP4g6DnObTuOmE2HrBpSqag87f8osRezO3cpZp2F9Ii2JJgS0errFmg5q+NZfLz146B953U+r9ZqXEKII1RVoFTEK8+EyDSISFG2SRkjYOj1gbm69ut5Lqx8F8wxMOo+JU+OtQh0Jsa3GeO3mm90m9Gc2+lciu3FGDVGnB4n1e7qWivZnNbuNN5a/1bQvkmdJuH1eVmcuRijxkibiDbEmeLqlGBdiEbl8yklvssywVoIsR0gLBmGXAcZfwR/zNAbKHPbKS7ewp6yXUQbY0ixpJAQ3w21zhxYBAEgqc8Rr8DZL94cT4fIDlzW4zIiDZEU24qJN8eTZ81j7s65RBtCb9GuL7GmWC7oegEz1swI2j+56+RGCSYJcTxotCDOjh07+PLLL+nUKbBErgjk8/nYllfJ2EaoTLVfSpQRt9fHvpJqOsYfckdu71KIP7Il0EfMGAmdT1P2Eg+fHrCyYcbqGUQbojmjfYi8IwcZnDSYpTlLeW7Fc5yYcqLc8RcNLzINRt4Df/hXfiKmg/L/WVu3MrjZVdlMXzSd7aXba9o6RHbgtTGvkR7uv6UhxRTH1T2v5N1N7/u1t4tox2XtzkC38HS/9uILPuCd7IV8vO2zmmoQZq2ZF096moGJgzHUtsroMFLDU7my55W8f8hYOkR24OJuF6PVNOouXiFan9K98MmFUHCgMhzx3eA/n0F0O0gfrGyZ2v6z/+M6jlGCN9XFcN4sWPAQ5G+q6U4e+yjX9JzK25veY3KXyaSFp3Hb4ttweZWVO1qVljsG3sFZHc8KWc0myZzE9X2v5811b/q1p4enc3ans5nwzYSa85m0Jp4d+SzDkofJe7Zo/nw+Zb787zyoPKhyWqdTlbLiweZc+1EUth3CkyueZGHW7zXNMcYY3hg1g+6Xz0P93mlKzpv9jJEw6c2jvhEUb4rnvyf/l9sW38beir017d1iuvHcSc81SoUntUrNhA4T+GXvL2wu3uzXd17n82hfS1l1IcTRabTExqNHj+buu+/m9NNPP/zBDailJIArqLQz+MmF3H5qFwa1j2mU5yyxOrnx4zW8c/lA/+CRvRyeaQsn3qK8WdWnqgIl+/64J5W7h//aWLSRi3+4mGm9pzEsZdgRnSrPmsdDfz3E9AHTmdprav2OUzSKljI/a1SXQtleWD1b+WDU6zxIGwyRqYd/bC1K7aVMXzS9pqLUwbrFdOOtU98ixnTQ60LhNso3fklmmwF8mbOEMreVM+IH0lcbTqIlBapyYdNc5SK03yXM9ZXx0NLHAs6tVWmZO/Fz2kYfWS6fUMrsZWRWZfLlti8pd5YzocMEesf1JtHSeEFpUb9a3NxsraxF8PFkyF4T2JcyAC75QvnwV1UAhVth9QeADwZcoQR6PE5l9c6vj0DmioBTlI9/hpz0gZT6nFwbIkH5+6e/zwmJJ4QcYoWjgqyqLL7c9iUljhJOb3c67SLbcd2C6yi2++fi0ag0fHP2N/Lhrg5kbjaS8ix4a2RgPimAgVdBpzFK9dXt85WgTOfTcMV25NWc35i99X8BDwnXhfPlGf8jxe2CtZ9A0TZodxJ0PQMi04+66ECxrZirf7manWU7A/qGJA3hhVEvNFreyILqAjYXb+bbnd9i1pmZ3GUybSPaEm1s+NVAQhwvGu2W6M0338wdd9xBXl4evXv3RqfT+fX36dOnsYbSImzLqwQgLabxtlNFm3WYdBp2FVYxloM+bGWvBnz1vxIHlIo97U+Cpa/BoGnw7136t9e/TZIliSHJQ474VEmWJE5KO4lZG2YxuctkKUMqGp45WvlKngE+z1HvYQ+l1F4aNIADsLVkKyX2Ev8gzuZ5RP7+HJH6MHp2PAWP1oh244tK9YuoNnD+bOU4lYoicwRvL38x6LndPjfzM37mmjoGcaKMUUQZo+gV2wuPz4O2nn4vQhz3qouCB3AActYoQR5LnPLeGpYAbUcofQd/IHRVBw3gAET+dC/GaxbzwPZPQg7h3Q3v0i26W8j8NxGGCHoYevDQsIfw+DxUOauYOn9qQAAHwOPzMG/nPG454ZaQzydEs1C0I3gAB2DtR9DhZKUqXLuRoFLDr49SdPlXfLrz66APqXRVsrVkCykdzoBTHwGPu+Ya+FgU24qDBnAAluctp9Re2mhBnARzAgnmBE5KPQmVSiUVpoRoAI12ZX3eeecBMHXqgRUSKpUKn88niY2D2JZXiUGrJjG88ZYYq1QqUqOM7Cqo8u/IWgWGcGXPfUPocQ58f4tSNaPXuewu381vmb8xpeeUo37hn9hhIn9l/8WnWz9lWp9pDTNeIQ6lUoGq/l5Oq91B9sgfpMp1yBwt2aX86axCteU7/xf28ixla9fGrwDwjLydPGseoeyqyjyGEQenUqnQ1uPvRYjjniNEBcn9nIe8NgS7m3/oMYc+hc9DdnVuyP6cqhzsHjsWQicxhgPz3+FxkGsNfb7d5btxe90S7BXNW3kt741uh/KntQg2HQjaOAGb2xbyYZkV+w58U8etxuXO8lr7D3dd0RAk/40QDafR3jEzMjLq7VzZ2dncc889/PTTT9hsNrp06cKsWbM44YTQy3tbmq15laRFm1CrGzcBdHKkiR3BgjixXZQ7Cw0htiMk9VXKjfc6l4+3fEykIZKhKUOP+lTRxmhOTD2ROZvncGmPSzEdLvu/EPWguDIbr9dDhDGmTvlk9ovQR6BWqfEevE/+INGGaKguAY8D9OHKEux1Ie6cJ/ZWqtGc9gQABoeVrjFd2VqylTFtxtA3vi9Oj5Nf9/3KxqKNDInrV+fx16gqUJaVm6L+rdglhKgTU5QSNA62E16lAtMRbFcwRCjv58FeX1QqTFoL03pOJbs6j41FG1mwd0FNHhuAXnG9sKh0SoJXtT5kdcmaIWtNdIvpxqr8VUH7BycPlgCOaBoet7K6DcASX3vFxvjuoftM0QcCOQcxet3EmeIoshUFfViPuF4AlFXl4/Q6MOvCCDt4la3HDRXZynwPT1QqXYWwv+hBgjmBiR0mEm+OJ7sqm+93fU+ls5JwnaxOF6I1abR3zbZtQ1cXOhqlpaWceOKJnHLKKfz0008kJCSwa9cuoqKi6uX8zcWW3ArSo2spWdhAUqJN/Lg+t2aFFD4fZK+CTmMb9ol7nAWL/g9rxmLm7ZrH2LZj0al1h39cEOPbjeePzD+Yt3MeF3a7sJ4HKsQBhZXZ/Jn5O3N2fE6Vs4qTkoZyZa8ppIW3QaM9tv+/ALHGWCZ2mMi3u74N6Dut7WnEWEvg+yuVD1FpA+GkO6HX+bDxS/+DLfFw7kxY95lSCQ6IUmm494Q7sHqd/JTxEx9s+gCzzsyEDhOY0nMKvaK7HvO4a1TmwdYflKTlTit0GQ/Db4Sodke9z18IcRBLgjLXN3wR2NfzPGXOh+KoUlbtZa1SqlQd+nqhNVB4yef8XrSKj3Z+RZWziiHJQ3htzGu8tPoltpZsRavSMqHDBOZt/5JRpmQS/nhJqczT7iQIC/7cEYYIbhlwC5f9dFlAX7gunFFpo47iFyBEPSnLhNXvK3NJpYb+l0Hfi0LntItqAwk9oWBTYN9Jt8OGLwOa41d/xE29p/HoiqcD+tqEtyE1og1/7v2VmRtnk1edR4/orlzf51rah7fFZC9Txrb2Y+VGTLcJMPhqiA1eICbGGMPDQx/GpDXxxfYvyKrKomNkRx4a9hAVjgpiTVIZUojWpNESGwN8+OGHzJw5k4yMDJYuXUrbtm2ZMWMG7du35+yzzz6ic9x777389ddf/Pnnn8c0hpaQAM7t8dLj4flcPDid03slN+pzr9xTwosLtrPi/jEkRBihbB/M6A2jH1YqXjQUnxfmXs/eqBTO0hby/Mjn65QA7Y21b1BQXcB353wne3FbkJYwP/crrszmgb8f5a+8ZX7tZq2ZT8bPoUNM3YIhhdWFvLX+Lb7e8TUurwutWstZHc/ixnYTSZh1unJRt59aA5d+Daveg83/Bn4s8UrbF1dAye4Dx+pMZFy7iEt+uZpKV6Xfcw5MPIHnRj5ftyoWlfnw1VWw55DXaGMkXL0I4qRCYUvUkuZmq+ZxQsFWWP6m8gHP4wKNTgnsDL1ByV2nDVGye88SmPPvtda5b8OuRbD+c+WcGh3FF33E/Rlf8Xeu/2uaRWfhhZNf4IXVLzCt9zTm7ZrHkuwl9I/rzQup44mfexOccCWMeVTJERaE1Wlled5ynlj2BIW2QkBJ0v7kiCfpHNVZuWkkjonMzWNQlgmzT1e2Gx8srjNc9m3oQE7ZPvjhDti5QLnJqQ+Dk+6A/pdC6R6Ye52Siw4guj2c/SqlMe35Yc983tg4q+Y9d1jSEB4a+iCL9izgv2tf8XsKFSreGP0qI5bNhk3f+D9/WAJc+VPQ91GH28EX27/g2ZXPBvQ9N/I5xrYdKyvehGhFGm02v/nmmzz88MPceuutPPnkkzU5cKKiopgxY8YRB3HmzZvHuHHjmDx5Mr///jupqanccMMNTJvWevKfZBRZcXq8pMc0/kqctChlqebOgioliLM/gWJc3RKdHpZKja/bGaSueJdR/cfWOYP9uHbjeHL5kyzJXsLItJH1NEghDthbkRkQwAFl3/kr/7zGk8Mfw2I69spy8eZ47hx4J1f2vBKry4pZZybO48P06gD/AA6A16NcWF76FYy8W/lQZkmAbT/6B3AAW+/JvL3h3YAADsCq/NXsLt9dtyBO4dbAAA4oVe5+fw4mzgB947+2CdEqVObDBxOh+wQlYbnXowRxt89X2q/7U1kxcKiyTPjpbvC6le+/ngZ9LoTz31POkdCDPe7SgAAOgNVl5cvtX3LnwDt5buVz7CpTPqT+U7SBHR3PJT48WVnRMOT6kEEci97CKemn0DO2J+XOcrRqLVGGKGKMjVN9U4gaHg+s+zQwgANK8uJdi2BA4KoxQJlb580CayG4bGCMgPBkJZAalgBTflK2OuMDUwyEJxENXNTtYka3OYUqZxUGrZFoXTgVXgcvrnst4Cl8+Hhs+RP8r8sVJBwaxKkqgJXvKomQD9laVWQr4qXVLwUd9pPLn6R/Qn+SLElH8AsSQrQEjbZE4dVXX+Wdd97hgQceQKM5sOd04MCBbNiw4YjPs3v3bt588006d+7M/Pnzue6665g+fTpz5swJerzD4aCiosLvq7nbnKuMsW1M7UkDG0JChBGtRsX2/H8/4OX8o9zRP5J99nWUldgNlwqusAXPA3I0OkR2oH1kez7e8nE9jEw0lJY4P/dbsG9ByL7F2X9S4QwMkhwto9ZIWngaXWO6kh6ejmnfssAAzn7FO5U9+Um9IHUA6C2wPjBPTkWHkSzMWRLyOb/b9V3dBr3h89B9W+eBrbRu5xeNoiXPzVbNWgj2MvjnI/jsUmWl3WeXwj8fKu3WwuCPc1RA/kHbQLweZZvG/nMU72D+voUhn3Zx5mLKHeU1AZz9vs1fjq/Nv/nr9v5V69BVKhWJlkS6RHehQ2QHCeAcI5mbdWQrgY1BtiPut/Z/YK/ld2qM+DeXYy8lqKM5aOt0WCIkdIeEHhB+IGCi1ZtJiepAl4Q+tI3pQkR4MrtKtoXMe5dnzaPcHGJ+bP1eCeYeIr86H6fXGfQh5Y5ySu3y3itEa9JoQZyMjAz69+8f0G4wGLBaD1Nt4SBer5cBAwbw1FNP0b9/f6699lqmTZvGm2++GfT4p59+msjIyJqv9PT0Y/4ZGsvm3AriwwyEGRt/2aNGrSLl4OTGOf+E3H9b3/4sWMNKSxi996xE5Qn+RnSkVCoVo9NH81fOX+w7OPu/aFZa4vzcz6AJsWUB0Kq1qBtie4DGUHv/wUkZ1WoINkav2y/flFFj9KsgZaxrAuLakolrDEryVdHsteS52aodrtqLKkR/qPaa8+ow1PL6otPoAj5wmrQmjGoDqv2BZUle3ihkbtaRKsR7435aQ8MV8jiIrrYxQOhUABpd0PfRg7dKqVBh0ppQceA4zeFeA4QQLUqjBXHat2/P2rVrA9p/+uknevToccTnSU5ODji+e/fu7NsX/IP6fffdR3l5ec1XZmb9lc9tKFtyKmjTBFup9kuNNikrcXw+yFkLMR0b/Dk9Pg/LcpeRldofnb2c6N3HlvPoYIOSBmHRWfhye2CyOdE8tMT5ud/p7caH7Dur3elEGRrgLnNKXwi1pz11oLJ8ez9jJAy+NuCwmC0/MKnNWCZ1msTrY17noWEP8ezIZ3lu5HP0jO3J2Z1CbG21FkL+ZmWpef7m0Hf8+10cevz9LgFzXOh+0Wy05LnZqlniQicvtsQplacyV8Lu36EkQ0lmDGCKhLbDgz9OpYbodpzR/oyQT3ta29NYnLkYrUrLlJ5TeGPMGzww5AHO6TyJ/F6TIKYDtDn6ipLi6MncrCNLLAy6OnT/4GugHqpMHk7biHYhA6edojoRVRyiqm+//0BEYM6eeFM86WHp3DPoHl4e/TIPDHmAV0e/yq0DbqVjZEeijFH1OHohRFNrtKUed911FzfeeCN2ux2fz8eKFSv45JNPePrpp3n33XeP+Dwnnngi27Zt82vbvn17yOpXBoMBg+Ewd6+bEZ/Px8acCkZ1rUNOijpKizLxy+Z8fCUZqBzljbISZ3PxFiqdlaR2HoK1OJfEjXMp6TymTufUa/QMTxnONzu/4ab+N6E/zF0P0fha2vw8WLI5kcu7XMic7Z/5t1uSuar3tHopNR7AkgATZsC8m/zbjZFw1itw6PLrtsOh3UjY80dNk27bj/zn1KV8tGsu0xdNx+NT8pNFGiL5v+H/R5olJfB5yzKVLRfZqw+0pQyAC+ZA1CF3gaPbwcCpSpJlv/b2MPT60ElXRbPSkudmqxaWDOfPgo/O899aqdHBpJnw/S2Q8e98V2tg+HQYdpOSt2P88/DBhMAtjWOfAEssySoVl3a7mI+2+m/DTLGkMLHjRG5YeANPjHiChfsWMnvh7Jr+JEsSr18wi85hScg6u4Ync7MedB4HqYMge6V/e6exyg2RRhBniueJoQ9z918P4uNAjRmT1sSTwx8j9u93Ah+U2At6TwZN4Me3eHM8L4+ewb1/3sf20u017f3i+/HiqBdJMCc0yM8hhGgajVqd6p133uGJJ56ouWuQmprKo48+ylVXXXXE51i5ciXDhw/nscce44ILLmDFihVMmzaNt99+m0suueSwj2/uWfwLKuwMfmoht5/ahUHtm2a/+MqMEl78dTsrznOR8MMVcMGHDZ4T590N77K1ZBtX9b6K8NwNpK36gI3nz8RWx0o2OVU5PPjXgzx/8vOc3u70ehqtaCjNfX4eqqwqj4yKvXyy/QvKXZWMSxvFsNQTSY4Ikli0vjgqlSoYK99VKmW0Pxl6ngOR6cHLd1fmQe66f4MqPhg2nZ88pdz91/0Bh+rUOuZO+II20Qetvqsuhk8vgX1LA8/dZhhc9D8wH1K61FoERdth+dtKLo7ek6H9SRCZVqcfXTSdljY3WzW3E8r2KnlxctdBUh/odxH8+hhs/znw+HPeUkone71KovPNc5X8NWGJMOgqiGqrJGUt2UPplm/Yk9CZj7MWUeG2cnrCIIZa2qCJasNuZxl/ZP/Bh5s/DHiKaEM0n034jOSwxq2oKWRuHrOKXOXGxJoPlBWuA6cqcyk8sXGevzKX6p0LyU7tw+c7vmavNYcBsT05s93ppGQsRdPxFKVQwJoPlHx3vS+A9CEQ0y7o6Yorc7hu8S1sLdka0Dci5USeG/5/hIdaxSeEaHEaNenKtGnTmDZtGkVFRXi9XhISErBarfzxxx+MHHlkFYQGDRrEN998w3333cfjjz9O+/btmTFjxhEFcFqCTTlKMrV2cU23nSotRslpsX33bhIscQ0ewHF6XazOX83AxIGogKrEHriMUSRs/p69I2+t07lTwlLoHNWZr7Z/JUEcUe+iwpLoH5ZEr/g+eLwujIZGuIA2hENSbzjjBfA4QGeuPc9MeJLy1f5kAIrtJbz563VBD3V5Xfy69xemRl9/oNFaFDyAA0q7tSgwiGOJU75SB4LPrYxRCFE/tHqlYuSYh8FtV3LRLH87eAAH4PdnocMpyofTuE4w4nYYNA10RiX/x347fyF6waNEm6Lp1XksHp0Z49L3IW8DRLXBPfUHvtr+VdCnKHWUsqtslwRxRMsRkQwRE6DTqcp7qLaRVzeV52D+9kY6GyK4Z8RtuBK6YsjfgPr7ocp4bloNXcZBuxFKInJj7dcXxY7SoAEcgCU5f1HsKJMgjhCtSONnzgXi4g7kRNi5cyennHJKTcnxIzFhwgQmTJjQEENrchuzywkzaIkLa7qlsonhRvQaNVtzShkR3aHBn29D0QbsHgddY7opDWoNZW0GE7v9V7KGXI2njttSTko7ifc2vkd2VTapYYH7iIWoK53OhI5aEvo2BI026JLqkHRK0lF3tZusqiClVf+1reKQffiOw1TZqq1fqwdk+5QQDUKtUarQAeTXUuWzdM+B0uKgrNgzRQYet796la0U3frP0R3cV7YPp9tBtbs65NPsrdjLCEYc6eiFaB50TZSQuzJX+dNRgXbhY/4fyHyA89+iL/ojq1Rb7iirtb/aVXW0IxRCNGONlthYHJlNOeW0jTWjasIKLmq1itRoEzvKvEoZxQa2Km8lCeYE4kwH7uaXtx2C2uMkdsevdT7/oMRBGDVG5u2cV+dzCdHonFaoyj+QoPRfxVW5ZJfvpdJW4tdebi+n2FaMK0Qpcr1aR6eo0NsUB8T08m8wRdU+vsP1NxOlVidFlQ7cnuAlXUXTKLE6KKp04JF/lyPjskFVAdjKldeE/a8N/S+DMY9AnwsDq0QldD+yXFTpQ0L3xXfDqDUQZYgKeUjn6M5H9jOIFqnK4aKw0o7V4T78wS2F1wtVhcqK0qPJLlFZAKV7ay9FfjhRtWy71hqUVbdHIdYYumiAWqUmTK+s5Mm35pNdmY3D4ziq89enalc1xbZiqpwSWBLiWDXJShwR2obsCvq3iWrqYZAWrmZrcQLENOxYnF4X/xSsZVDiIL92tzGSyqReJGycR0HPs+tUltigNTAoaRDf7PyGa/teG7psoxDNiaMKinbAn/+Fwi0Q2xlG3kV+ZBJby3by/qYPKLQV0iu2F1N6TSFGH8XKgtXM2TyHalc1p7Q5hcldJpMaluoXFI4OT+aWvtdz3W/TA54yXBfOiLRDtraa46H7RNjyXeAYu09s9tWmCirsLNlZxOy/9lDt9HB6ryQuGpROehNWABSQX2Hn9+2FfPD3HuwuLxP6JDN5YBpp0fLvEpTHCSV74O9XlC3O7Ucqea4Kt0JcFxh4FdjLwedR8lT99fKBBMdjHg1d0epg7UYo5z408THAqY8SH5bKtN7TeH7V8wHdaWFptItsV5efUDRTlXYXO/KreO23nWQUWemaGM6NozvRMc6C2dCCP0aUZ8GGL2H9p0qFthOuhG4TICJIcv+ax+RA7lpY+hpU5Slbhk+cDtEdQH+Ur13hyZDSH3L+CewbNE3JWXUUYgxRDEsazNK8FQF9E9udjk5n4svtX/LF9i+wuW2MTBvJ5M6TaRsZvDBMQ7C5bOyr3Mc7699ha+lW0sLSmNZnGp2jOhPRGNvRhWhFGjWxcTDr1q1jwIABR7Wdqi6acwK4smon/R5fwE2ndOLETk37wei7P5bxzTY7m/4D6vCGy2i/tnAtL695hat6TSXO5P8zmwt30GbZW2w96wUqU/rW6Xl2lO7g6RVP8+5p7zIkuZa7jaJJNef52ag8btj2A3x+uV9z8TlvMMddwHsb/Ss/adVaZoyawbMrnyWz8kC52Qh9BJ+c+QltDkm0XGEtYFHmbzz/zytUOJU7ie0j2/PciU/SJaY76kO3aVXkwoKHYONX4PMqF7w9z4HTnlTyCjRThZV27vh8HX/sKPJrj7Xo+eaG4bSJPbJl6qJ+52ZBhZ2bPv6HFXv8V5ElhBv4+vrhpEmALVDWKpg9Xlkt0+Ns+PHOwGPGPwdbf1ByVZ3/Hix+FgZPU44/khVzPp8SMP5yKhRsUdqMkXDqY9BjEpij2V22m692fMXn2z7H7rED0De+L3cNvItkSzIJFqmA09ga8n3T6fYwb20Od3653q9dpYKZl57Aqd0T0ahbYE2y8ix4fwKUHrJ9OLEXXPJF8EBOVYESHF36mn+7Rg+Xf6tUgzxaZZnw3a2w699V5xodnHAVjLz9qIM4APmVWTy98jkWZS7Ghw+NSsPEduO5tv+NPL70cZbm+ue3izHG8P7p79M+sv3Rj/0o+Xw+/s75mxsW3oDX57/y8v4h93NOp3MwHrqKUAgRUoOH0OfNq30LS0ZGRq39x5ON2f9+mIpr+g8W6b48bCSR7bWQfvjDj9mqvFXEGWMDAjgA1XGdcIQlEL/puzoHcTpFdSLJnMTcnXMliCOav6o8+O4W/zaVmrK0E5j9/QUBh7u9bl5a8xIXdb3I7y55hbOCmetm8tCwhzBpD+TsibAkMKHTJIYkD6XMUYpOrSfaEElseIicURHJMOElOOV+Zfm4MUK5s3+Uy70b246CqoAADkCx1clbv+/moYk9MOo0TTCy49um3IqAAA5AQaWDD5bu4a5xXdFr5d+lhrVQeT3wOJVqUoe+Nuy36Ak46xXI+B1+ewou/gQi0o48d5ZKBQk94PLvoLpIeT5TjJIYXaMjuzKb+5fcT1pYGk+f9DRenxedRsfW4q3ctOgm3j3tXQnitDIFlQ4e+nZTQLvPB/d+tZ4fpp9ESlQj54OrK68XNnwVGMAByN8IGX9C3wsD+6qLAwM4oMyTH++Ciz+DqKOswBiVDufPUrZzOauUYGtYwjEXA0gMT+OJoY9Q3H86VmcV4fpwYk1xrCnaEBDAASixlzB742zuGXQPliPMvXOsCqoLePjvhwMCOADPr3yek1JPIi1cKlgKcaQaPIgzadKkwx7TlPlfmpP12WWYdBqSIps+Et3GsQNIYmupl/TIhrmYdvvc/FO4lr7xIQI0KhVlbYeRsPl79lWX4DYfe8l1lUrF8NTh/LD7Bx4Y8gBh+rolSxaiQVkLA7c0pA5kQ/EmfARfPBmqMsz8PfOZPmC6XxAHQKs1kBzZlmSOcCm1IbzZB20O9eWq0Amcv1ufw01jOpEc2cI+gLRwbo+XT1dkhuyfuzaHq0d0ILGB3ndaJFuZ8uESlFLI9vLgxzkqQPXv761gs/Lh8miSn+8XFq98HaLaXc2m4k1sKt7E/L3zA/pX5K2ga0zXo38+0WwVVDiwuYKvlC+tdlFidba8II6tGNZ/Erp/zQfQdXxgNajM5aEfk78RHOXAMQQhTFH1mlsuzBxL2EEVI71eL9/v/j7k8Qv3LWRa72kNHsQpc5RRUF0QtM/ldZFdlS1BHCGOQoMnB/F6vYf9aqytVM3dxuxy2sWZUTeDoFZ0+WbC1C62lTRcssntpdupdlXTJSp0MsTy9IH41Grit/xY5+cbnjwcp8fJgr0L6nwuIRpUsLxNXs9h8zmpCHzt0Kg1QduPB7Ut81erVcft76VJqUBby39jjUqF/LMc4kivCVSqA8eq1NT3Jd7h5otGJYG31uZwO6Va4k4qUAV/j91PrQnef+j/70PnZTO4dg+ltmsHtUod8uZQfTrcDXu11NoR4qi04Ixkrc/6rHL6pAYp+9nYnFWorAWkm11sLWm4ANua/H+I1EeSaEkKeYxXZ6IidQAJm74jt//FypvrMYoxxdAjtgdzd87lnM7nHPN5hKhvVc4qSuwllNhLMGvNRFuiiU/qA3kH5SHIWU2vmB5oVBo8vsB52SO2BxnlgcvDJ3SYQJTXC9mrlQZLgrI9wutWKttUFSqVayzxSqLFZnwhul+J1Umx1UGFzUWkSU9cmJ4oc2D1nQsHpfPF6uCrcc4bkEaMRRe076jHUuWg0u4m0qQjNsRYhEKrVvOfIW35YUNe0P4LBqYRa1F+fxU2F0VVDsqqXVgMWmLD9MSFGSiosFNsdWJzeogN0xNr0RNmrPu/ZZOoKlBW3jmtYI5V5uGhKwBMMUoC1exVSnUqcwxU/7sdLTwZRtyqVLpRqSGqHVy/VDmnz6tUsTq4nLijUpnz1UXKlg1LPIQfPveGw+3AqDUyIGEAawrWBPSrUDEoaVCQR4qWLD7cQLhBS2WQilQJ4QbiwvTkltsoqnLicnuJDzcQH27AqNNgd3korHRQWOVAp1ETF6YnKcLY9KvvzbFwwhTY9qPyJz5ApbwnrngLBl0NhiCrtdMGQUSqksg4qg24Hcoc2rVImZumWCjaqcw9fMp7bVgiGJt2BatareasTmfx3e4gxQmA8e3HE22IJqsyi2JbMTqNjlhjLAnmhHr9t4oyRJEWlkZWVeB7slFjJCW8loTSQogADRrEOVw+nIOdddZZDTiS5q+s2klWqY2z+4XISdGYSnYDkB6pZUtxw6zE8eFjTcH/s3ff4VFV6QPHv9P7THqvJBB670WUIliwLPa69rrquk1319+6uruuu+qqq669AGIXxY4KitJJ6IQWSnovkzKZ/vvjQiDMDIQkk5mQ83mePMptcyaZc+fe957zvrlkR2ad9KFrXcZkIgrXEXlgFXVZZ5xk6xObnDSZV7a9QpG1iFRzMLP9CELHVNuqeW7TcyzZt6RtrnimOZOnL3mRfu9cCzUFbdtG7VvOfaPv5cncp9odQ6fUcf+Y+/nTz39qtzxOH8dNA69G8+K0wxeWgMYM854GuQo+vlm6EAUpsHPpAkge07kpGD2kpN7G/e9tZt2BozlVpmbH8O9LhpN43LD+zBgD80Yk8tmWsnbLkyN03Dglo8t5V0rqWrj3vc1sPHh06tsZ/WN4/JLhYprWCeTEmzh7cDzLdla0W54erefy8WkoFXIqrK08+vlOvthW1lb5d/ageO4/ewB3LMrlYE0LII22umpCGvfOyCbGFPqpyKekei+8exVU75H+LZPDyKthxkPtAyv6KJj3DLw+B9a9CGf/DZb+CkxJ0vJv/ihVqQIpCDvkFzBgLiy+DCbfI92oWpKkoO3yf8CmBVKAByCmP1yxWKpwFUBDawOfFHzCZwWf8dfJf+XmZTfT5GxfGvjW4bdiUYfBQyihW8WbtTx52QhuW5TbrgK3Ui7jpWvHUFhr446386hqlL5HNEo5988ewIUjk/hkUwn/+W4vdpf0WYszafjfNaMZkRKBUhHCURcymTRdyuuFT+6QctGAVJlt7j8hZbz//YzxcNlC+PQOqNp99FhD58P81+HQKvj8vqPTHTUmmPs4ZM0C86knKe5O6aZ0ZqXN4rvC79otTzIkcc2ga3hv93u8sOUFnB4nIF07PHXmUwyJHoJS3j3XA3H6OP4+9e/cvOzmttc54uHJDxOr60AFPUEQ2gS1OpVc3rGTtEwm6/PVqX7eW801r63jiUtHkBzq+cU7P4HcN/ku+8+8ucPFzptMaBTd++TkgPUgj6x5hCtyriD9uMo5/qSteh6XxsTuC5866bYnYnfbuf+H+7l+yPXcNfKuLh1L6H7h2j+Dxel28vLWl3lx64s+62J1sSye8QIJq/4r3eRFZcGQi6mOSqfQ3czb+YupbKlkROwIftH/YiKqC9jtamRh0Xc0uZo5O24cMyMGkthYCaufk3JkHCGTSTduH98qPZk/QqWTnuJHBb9SRWfUNTu4fVFuuwDOEdMHxPLMFSN9RsFUN9rZUdrA66sP0mJ3ccGIJGYOiu9yHofaZjs3L9hI3qF6n3WzBsXx1GUjMet66egQP7q7b1Y1trKtuIE3Vh+k1enmF6NSmJ4TS1KEDpvTxd8+y+ft9YXt9nnuqlE8vHQH1U0On+P9bk4Ot5/RD0Uobw5PhbUUXp0F1hLfdVPvhzMflEbIHeFxQ30hbF4MrlYpSON2wtK7ocFPjqFxN0uJWHcsgYtfkm40f3wcVvqWB8eUCDd/Dxb/D5F+KPqBXy3/FQCz02Zzx8g7+GL/F+RW5BKti+aqgVeRakr1m5NLCL5gf2+2OFwU1bbwxqqD7KloYmiymesmZaCUy5jz9Mq2IM2x/nvlKP7z7R72Vze3W65VyVl233TSokNcga44F16d4btcJoc7VkPcIN911lJ4bbZU2epYuii45kN4dSb4u6W6aZlUVS7ESptK2VW7i/d3v4/NZWNm2kzOSjuL/fX7uXv53T7b65Q6Pr7g427NU+N0S7lv3t/9Plurt5JhzuCawdeQakwNek4eQTjdBPVxq8cTvHwqp5ttJQ3oVAoSwyCpMTUFYEwgzaLA7XWxr87DkJjuneu+uXITOqWWlEDVcI5TlzmF5NxF6KoLsMVkdfp1NQoNY+PH8um+T7ljxB0nzTEiCMFUbatmYf5Cv+uqbFUcqNlJAkjDuK2l8P61xLjsxNyzmZwJD2FztWDSRqLZ8AYse5BJxnhGDjwXlzoK4+alyIr+DNHZMPYG+OaYUTper3QzOPgi2HTM6ztt0hDzSeEZ4KxptvsN4AD8uKeK2maHTxAnxqRhek4c4zKjcHu8GDXKbhkiXtPk8BvAAfguv5LqJvtpFcTpbrEmLTMGaZnYLxq314vpmOlQVY0O3s9tH5iIM2losrv8BnAAXlpZwMWjkntPktWaAv8BHJCmdIy9Uapcc4RcIQVXpz8AziZQaKQpHP4COCD174tekII4Pz0BqeNh7f/8b9tYBjX7/AZxam21PLfpaEWebwu/5fvC7/nl0F9yzaBrSDQkMjxueEfftdAL6dVKchLMPHLhUFqdbnRqOSqFgpdXFvgN4AA8t3wfl45N4fGvd7db3ur0sGxnOTdP69cTTffP3gQr/+V/ndcDa1+Ec//dPogK0ij14wM4AGc+IPWtQM/EVz0D5z8LRt8qrD0pyZhEkjGJMXFjcHqdRGmiqLPX8eTGJ/1ub3PZWFm8kqsGXdVtbVApVGRYMrh/zP20uFrQKrWoFWL6sSB0RviOme9jthbXh01SY2oKwJxIqlkKcOyqdXd7ECevYhOZln4dToTYmDAMpy6C+O1LOHjmb7v02lOSp/BTyU/kVuSKOfxCSLW6W2l2Ngdcf7CplEkluVCZ335FcxWGqEwMREj/rjicO6epAt3GN9pvW7tfmsd/vJoCGHS+7/LSTR1/Az3MavPNy3CsxtbA6/Xq7v26q29xnnB9k58cEoIvvcb379LicOF0t78hijNrKDw8hcofq80V8IYyLNXsC7zO0SwFVP1RKEBxeNpSrZ8SyUc4W44mZ60pkG4wHU2Bt6/ZC/2m+x7G46Swsf2IKA8eXt/+OgCz02fzROwT4oFIH6BWylEfk5V8a3GAKmnAwZpmEgJMKd1aXN/dTTs1zhbp8x5I5Q6p//kL4vhjSmo37dlHzT5pxGuIgzhHWLRHpz3669/H2l6zPShtUCqUmBWn/2hrQQimHg3iNDc38+OPP1JYWIjD0f5p2j333NOTTQk720oaGJ4SEepmgNsuPdlLGoVOKSNeL2NXN+fFqbJVU9xUzIXxF3Z8J7mCuvTJxOz5luIJN+HSRXb69ftH9CdeH88n+z4RQRwhpLRKLSaViUZno9/1/YzJ0OgnAawuSrrRc7WC2gyJI2DLOxCRTtPg83Gp9JiKNqDY/4OU88Lf08OYAf6Xp4zt2psKIstJRraYtD33lRZ5gqTIMhntRpYIp8agVqJRytsFZSoa7GTEBB5uH6lXoTlR2atwc4IcNGhMoAowKtflAEcjKLXSKLtA1EZpClbba8mkfFjOFmkqVuxAaK2Xpk83V0OM/9LgOqWOu0bcRa29lrVla9lZs7Pd+uExw0UAp48anR7J51vL/K7LijVSWu8/EDk6rfPXb91CbYDYwYEDLwkjpKnFx/Y1tSFwf2sokvpTqW/Cb0DqW8cnKz9e2/e5EZSajr+XLlLL1WRaMtlXv48JCRMYFjsMu9vO8sLllDSVMDxGjLIThHDVY1e8mzZt4txzz6WlpYXm5maioqKorq5Gr9cTFxfXp4M4dc1SUuOLwiGpcd1BaTipWcoSn2qSk1/TvfmKNldtRiFXkGk5tbwb9ekTidn7HXE7PqN07HWdfn2ZTMbkpMl8deAr/jjhjxhUYh6uEBqxulhuGPpLnt30X591CYYEMlxusNW1X3HuU1KC0mV/kqZYpU2CcTdRc+GzbNVoWFD4DS1NLcwcOJXzp91LUlMN/Hjc0HGZDEZeCR/e2H652iDd4IWpaKOaaf1j+Glvtc+62YPjiDH23MVvlEHDpKxo1hTU+KybOySBGKMYIt5ZsSYNV45P483VB9uWVTXZ0SrlxJk0VB5OonqsO8/MJt4cBtOROyoqEyLSof6Q77oxN0DxRun/Iw7njHO7pG03vAoHf5by2Mz+K0RmQp2fETmjr4XtH0n/f8bvpalZZ/9dmjKV/xnsXQbGOJjzGFjLINp3mnJlcyVrytbwbeG3eLweZqXN4qahN/HI2kdosDegU+qYmT6zm34hQm8za1AcT3yzmxaH7zXir2Zm88+vdvks16sVzBgU2iS/qA1wxm9g9+e+U6DkChh/i5R/av3LULhGuh6ech9YUiAyQ7pOPtaPj8N1n8K2944GTo+QyWDKvWCI9t8WWwPU7IGfn5ZeM2UcTLhdep3jRwIFQZQuit+P+z0uj4sN5RtYXbIavUrPjUNvRIaMSUmTgt4GQRA6p8cen/z6179m3rx51NbWotPpWLt2LYcOHWLMmDE88cQTPdWMsLS9VBqS2i82DIIJNfulIdgmqex3mkXGzm4eibO5YhNpxlQ0pzgP1qPW05A6lrjtnyJz+V7En4opSVOwu+18c/CbLh1HELpCKVfyi7TZXNt/PkrZ0Zh6TmQOr854nvh9P7bfYdZfwW6FN8+FPV9LJcjXv0RtaS7/bNjKPRv+zsaKjeys3cl/8xdw1fpHKEoZ1X4ahT5KqrBhP25qSkSatFwevsGHCL2af80fzlk57atYnD04nkcvHNajOWiiDGqevHQEZww42haZTArg/GXeEDESpwu0KgV3npnFZWNTkB8zw/ir7WUsunkCOfFHS/aqFDJuO6MfF49ORiEPg+nIHWVOgus+kUbRHSFXwujrpNFzH90oJT4+csNYuQNenAJrX5D6/d5vIG8BXPIaJI5sf4xR10D8UChYATMfPlxxTgWJw+G9ayD3DekY+76Dj28BZ7M0AuAYlS2V3LPiHv686s9sqdrCtuptPLvpWV7Y8gJ/mfQXEg2JvHr2qyQaRDLjvirJouOdWyaSEnl02pRereCRC4YwOi2SG6ZkoFcfnTKfEqnj3Vsmhr54B0B0f6ka47Gjug2xcNWH0oPMF6dIuanKt0rftW/MhT3L4OqPfPvssMuksuWXLgDDMVOmdJHwi1elUuP+OFpg+4dSP9/1ufRaG1+DFydDSW5w3rcfycZkHlr1EG/seIOdtTvZWLGRR9c+ytqyteiUYfC3EgTBr6BWpzpWREQE69atIycnh4iICNasWcOgQYNYt24d119/Pbt2+UbsgyEcq988v2Ifz6/YxyvXjQ19Tpw1z0NJHky9F4B1pS6eznWw4Vojsfqux/xaXC3cs/weZqTNZHTcqFPeX9VcTb/lj3No2j1UDZnXpbY8ufFJlHIli85d1KXjCN0nHPtnULXUwuLLaYnLoWbIBdR7XejkKqIqdxO19iW4bil43VLJUo0ZkMHz446WBwbQmNly6Ytcs+oBvy9xceZ5/DH9fLQtddJTR3MiFPwgJUUddY305FChlKZUrP4vnP8fyDyjR95+ZzXYHNQ0ObC2ujBrlcQYNSFLItzQ4qCmWWqLRasi2qg+LRMah6JvNtmdVDc6qLc5MWqURBnURBnUVDfZqW1yYHO6iTSoiDVq0HVzzqMe01wtTceoOyQ9ed/9lZRs/Mil2dgbpUpVb18KZZuP7ieTwVXvwyd3SqME0iZKx4pIk9a11IDWIt2A1hXCrL9IJccD3RzenQsxR6eLfF7wOQ/+/KDfTR8Y9wBzM+cSrQswukDoUaH+3qywtlLb7MDh8hBtVBNn0qBWKnC43FQ22qlpcqBWyokyqMNrtJzbBU3l0FwlPbzUx0jTGN+aBxU7fLeXyeGezdJInuYqaWqiLkoK0mz7AIrWwoTbwNkKeKXtct+UKktO9q3+RN1BeG6sVGXueFH94IavwRTcUUt2l53H1j/GR3s/8rt+0TmLGBE3wu86QRBCq8euelQqVVtFkPj4eAoLCxk0aBAWi4XCwsBJtfqCbSUNZMYYQh/AgcMVKpLa/pnWltzY0y1BnO3V23F7PWRHnGAu/wk4DTE0Jg4jYcv7VA06Vxr62knTkqfx4tYX2d+wn36WEFZKEPouWz0Ur0dfvB593kJSj19/8GdpWsQR2z9qH8ABSJvAFxXrA77EV4Xfc2fMOBLePzx16pYVsPoZKdHinq99d9jyXtgHcSw6NRZdeIwYsujVWPTh0ZbTjVGjwqjxDYjFGDU9OnUuqAwxsPxR6WbPn20fwPhb2wdwACxpUL1Hupk88CNU75ZG5vij0sPU+078dL9oXVsQp9HRyAd7Pgi46ScFn3Buv3MDH0voU+LNWr/BGbVSQUqknpTIEJcTD0ShlKZIWY4poV29x38AB6Tv3pI8GHpx+xE31lLY+q409WrLO777JY6AQRdAZFr75dV7/QdwQEqibKsNehCn3l7Plwe+DLj+s/2fiSCOIISpHptONWrUKDZulOZ4n3XWWfzf//0fb7/9Nvfddx/Dhg3rqWaEpa3F9WSeIGFjj/G4pbn1pqNBnHiDDI2CbsuLs6lyEwn6eMxq08k3DqAmewZaaxlR+1d2qS2j4kdhVBlZsndJl44jCMHT9YGSXrzAqQSIe1GFH0E4HZxoQHS3DJbuyDE6/jo9NIBbEMJQoO/HYPTh0Pcz0dcFIXz12Eicf/zjHzQ2ShVYHn30Ua6//nruuOMOsrOzeeONN06y9+mrttlBaX0r80eHQRCnoUh6KmA+OsddLpORZpZ3S4Uql9fF1qptjIob2aXj2CNSaIrNITH3bWqzph8to3qKVHIVExMn8um+T7ln1D2oFKffFAghRDweaCyDlmrpAs4QIyUidTvAWiJNe1CopKHYE+4Cex0MmidVw1CqpSd0G16BjGlSBY3WetBYIGG49Hk/djRO0XrOm3AD7+z72G9TzkmdQcSeb4/ZfoP0VHDz2/7bPvyK7vs9HMft8VJpbaWmWapOGH14eL08jHKZ2J1uqpqkKQAapZwoo5o4UxhNATgNudweKhvt1B7+XBg1SuxON17oG7//EVdC3ltH/50yFsbfJlXF0UVK54rrv5TOE02VsP4V6D8bMs6AS98CjVE6zwQaiTN0PijUcMU70vTM5mpY81z7MuepE9v+16Q2ccmAS8ir9F9tZ37/+URoIrrhjQu9RaW1lbqWw9NGdSqi9Cpienu/bJtOVS1NQTTESLlt4odKfXDAXHDZpWpRlTth7f+k/FLN1dKPs0Xqn6Z46XuzcK3/1xl+GZj9FC6J6S/17UDTqXpgumKEJoK5GXNZss//w8x5WV1LWyAIQvD0WBBn7NijZWtjY2P58svAw/f6km0lh5MaxxhPsmUPOHJBd8xIHIBUk4wd3TASZ1/dPlpcLZ2eSnWsmv4zSV/9AhEH11CfOaXTxzkj5Qy+K/yOFUUrODvj7C63SxBw2uDQGlhyqzTVAaRkwtd/AQdWSlMnjiQajkiDqz6ADa/B+9cdvZhLHgvXfALfPiQlPDzyNGz2IzDjT/D9o0dfr7WB1OqDzEk/m28OLWvXlChtFLdkXYz2zYuOLlz+CNz8Hez7VrohPNaAuVLVnCBocbhYU1DD7z7c2nazHm1Q88SlI5jYLyoscprUNTv4KK+YJ5ftweaUznkZ0Xqev3o0gxLMYRVsOl002V38uLuKPy7ZRoNN+vzHmTT86bxBLMkrobC2hReuHk1OgqltSvZpJzoLBl4Au5bC4Auh/9nwzYPSjSJIN5ezH4HdX0sB3kvfgO8ehpemHT3GL16RgrP5S9sf2xArTcd66QxpegZIlW/m/AN+ekKaHnLGH6RKVccYnzCewdGDfUqK97P046y0s07fv4Xg41BNM3/+ZHtbVUCZDGYPiueh8weTGhWmU6VOxt4E+1fA0l8drQBpjIOLX5YS/P/8lJQE3OOS1iWPhmuXSCPW374ESjdJy+VKGHezVFEqcaTvtMfYHBh4Pij8TP03HK4O9+Vv2y9XqODC54M+lQpAo9Rwy/BbWFm8kprW9pUWZ6fPJs2UFmBPQRBCrccSGx9RWVnJ7t27kclk5OTkEBsbe/KdulGoE8Ad7/kV+3jhcFLjkF8UrXtRSsw29f52i5cdcLJwp5OdN5pQKzrfxnd2v8uakjXcMfKOU5rcEUjqmheReb3suORF6aqik/6x7h/E6GJ45exXuqFVQleEW//slMpdUnWJY0uNpk+BSXfCu1e337b/bOmp38//ab988j3S3Hx/OWvO/w/EDIBVz0Lj4RLj42+lRhfBlpptLNy5kCZnEzPTZjIvax7JXqVUTjj3DcALo6+HnPOkKldb3pVeQ2OEsTdB6gSpFHEQ5JdZOe/Zn/AcX9FVBl/eO42BCaH/e3+5tYw7F/uOPjBrlXx577Twze3QA4LVN7cU1XPh86t8livlMl67fiw3L9iIXq3ki3umnt6//6ZKKM4FtQ4WXuyb+0omh6vek0bSleZJlaWOJVfCJa9L550Nr0o5rwZdAAPPg3ev8i1DrjZIAWSvB+KHSIHm41Q0V7C6dDUf7PkAj9fDL/r/gukp04k3hLhEtNBOML83yxts3PfeZtbur/VZN2dIPP+4eBjRvTE/VelmeOVMPyXGlXDDV/DmedLI2WNd8gZ8/4hvXwI4609SefDyrbDzU+m4A8+TRttEZEBSgLwyrQ1QtRtWPS0lN08eK10rRGb2SInxI0qbSvm84HO+LfwWg8rAdYOvY3jscGJ0MSffWRCEkOixR59Wq5W77rqLd999F7dburlRKBRcfvnlPP/881gslp5qSljZVlxPRowh9AEcgOp9PqNwQEpu7PLAvnoPg6M7l0jYi5dNFZvIisjqlgAOQPWA2aSv/h+RB36mrt+0k+8QwPSU6by2/TWKrEWkmoNzAyv0ES6HFAz1HDdybeqvYfnffLcfdpnvUziAjCmw+ln/r/H5r+FXedINm8suBWCUGqKBGYYZjEsYh9vjxqQ2oTiS+Hv0tdLTQLxHb9aMsTD99zDml9KTP2OAMqjdwOZw8dLKAp8ADoDHC6+sPMDfLx6KVtX5ROVdVdXYyr+X7fa7ztrqYnVBDZeNPY2DCCHQZHfy7Pd7/a5zebx8tb2cs3LiWLazgtxDdad3EMcYB1lnwmf3+gZwQFq25V3pqf/Kf/mu97ik0Xx3b4Qr3zk8gkAGCy70f9PpaIbyLTDxzoBNijfEc3H/i5mRNgMvXjGFqg+qa3H6DeAALNtZwW/Ozul9QRxHszQKzd8zbI9LSjKec44UjDlCY5b6oL++BNL39bxnpETk2bMAGez6Qgq4DroALvgv6CJ899NaIHW8NJLO2QoagzSNsoclGZO4adhNXJZzGQqZApOm83krBUHoGT2W2Pjmm29m3bp1fP7559TX19PQ0MDnn3/Oxo0bueWWW3qqGWFna0kDGdFhkA/H44a6/X7n7R6pUNWV5MZlTeVU2arIjszq9DGOZ4vOojmmP0kb3vK9aT4F4xLGYVAZTliNQxA6xNEsPYk7nj5aGllzPKVGehJ3PJf9xK/TUiMFbwzR0jGOYVKbiNBGHA3gtLUh0vdpu0IFluSgBnAAWhxudpU1Bly/q9yKzdE9ydM7y+n2cqC6OeD6LUX1PdeYPqLF4WZPZeDPRUFVE0kROgC2FfvpJ6cbR0vgyjggnUOcrSc+RnOVdGOoj5amdlb7D0wCULyxQ82yaCwigNNHHZn66o/XC1ZbgOpK4czRLOW4CaR6T/uKVSB9R9YfCryPvVEaxVO+TRpZ+/NTUgAHpD7YGvg8B0gj4wzRIQngHKGQK4jQRogAjiD0Ej0WxPniiy94/fXXmTNnDmazGZPJxJw5c3jllVf44osveqoZYaXucFLjsKhM1VAo3ThafIM4epWMeIOM/C4kN95UtQm1XEWaKb0rrfRRNXAu+rqDRO37odPHUCvUTEmawsf7PsbuPsnNsyCciFoPsYN8l7fWS4kKj+dxgb8LJuVJnmxqu2nkotcLrVbp5jEIrDYnNU12dCo52bGB835lxxrRqf2PwnG7PTS2OrG7OhbkaWp1Ut3YitN9aucrpUJGapQu4PohSaGf7nW60akUJ8wHlxFtoNwqBS0GJrTvJ42d/DuHNbUOYnICr4/qB6qT3ORpjvmcKtT+zztHJI48peYJfU+k/sQFH0zaEw/od7vdVFhbqTtBMKjHqfQQ3T/w+qh+YC1rv6y52jewc/wx/Y2gA4jKAu1J8l667NJ3sdt14u0EQRAO67EgTnR0tN8pUxaLhcjIyJ5qRljZUWoFCI8gTs0+QAZm3+lUAOkmOTuqO/+kfHPlZtItGajk3TuDrzUyncaEISRveAOZvwz/HXRW6lk02Bv4+oCfHCSC0FFKDUy8wzdH0+pnYdr9vttv+xBGXeu7vGgD9DvL/2ukTQZ9N8xTry+Scme8c7k0DWPfcmiq6vpxgZJ6G9/nV3DPu5u44+083s8t5uYz/CdMlsngtun9fKZSuT1eDtU085/v9nLDGxv43Qdb2VJUH/DJb6W1lXX7pcTJty/K4z/f7qGgqgmXq2M3+XEmLb+eNcDvOr1awdT+PZu/rS8waVXcM8N/onu5DM4dlsjy/EqMGiWpUXo2FdZRWtfCmoIafvvBFm5flMez3+9lf1UTHs9pEMxR6WHqvf5zvMlkUhWrgz9D5hn+98+Y2n60nTEWzvqj/22VWqkCT/FGsNV3uenC6SlSr2Z0WoTfdWcOiCXKEPiBw4HqJl5fdYhfvbOJX7+3mW93llNUG5wHBqdEY4Qzfud/nUwuTTHefVzxldZ6UGj8V5kCKafcjk/8r5tyr1TFyh97I5RtlaZRvn2JlHOnpkAEcwRBOKkeC+L8+c9/5v7776es7Gh0u7y8nN/97nc89NBDPdWMsLK9tAGdSkGCJQzKNFbtkYaLBhjKmW6Rs7PGTWfyYFsdjRTUF5Bt6XpVKn+qcuaiaawgNr/zFc/iDfEMixnG2/lvd+o9CkKbqEypusWxo2WKNkgjdGb8uf0om+KNUqLhUddJF49H7P0aznsKMqe3P3baZPjFy9Kw666oL4Q35kr5eA6tlipVLboYlv35aEWcTiqtb+Hxr/K56a2N/LC7ivUHanl46U6WbirlmStGYtQcDeSaNEqeu3I06X6mlO4ub+ScZ37iuRX72HiojqVbSrnw+VUs2VRCi739BW5tk533NhZx+ctr+Wp7ORsP1fHCDwVc9NwqdlecZBj7Mc7MiePemf1RHZPAPd6sYfEtE0mOCDxKR+i8xAgd/3f+YPTHjMSy6FQ8Pn84724oItqo5j+Xj+SRz3dy8Qur+Ta/kjdXH+CbHRVsPFTHf5fv46IXVrG7oimE76IbRWXB/Dfaj9DTmOHcJ2HHEtj8jvT/6VPb75c+GS54zvdBTPpUmPmwNCrnCGOcdB5Z/ii8OhPyFkrVegThOFEGFU9cOsInkDMlK5qHLxhCtMH/SJ0D1c1c8+p6/v5lPusP1PLDnipuWZDLv77eRXE4BHJiBsDFL4H6mBEy2gi4fJGUVHjwhe2DqbE50si16z6R9j1CJoMRV0kPbwZd0P57X22UqkxFB7j2ddog/zOpytyWd6BoHax+Bv432bfKlSAIwnF6rDrVqFGj2LdvH3a7nbQ0qWRdYWEhGo2G/v3bD2vMy/OtDtJdwqn6zd2L89hX2cRf5g0JaTsA+Owe6ctn2KV+V+eWu3hig4PVVxtJMp5a7O/nkp95ffsb3DXyTgyq4Iw6Stz0LvrqfWy9eiEeVedutrZWbeXpvKdZcM4CRsWN6uYWCh0RTv2zS9wuaCyD5kppypIxXioX6myFpgrpR6GWSgdb0sBlk6rTNFcfnhsfK23fUivluLDVSReYhtiuB3BcdilYs/5l/+tv+g5Sx3X68Ov213D5y2v9rvvjuYM4Z2gC1U12ZDIZsSYNcSYNKkX7c0pts53rX9/AthLfPCgKuYzlv5neLvCzt6KRs59e6TdP5dj0SJ6/ehTx5o6dF1ocLqqbHFQ12tEo5cQYNcSbNeGRfD6EgtE3vV4vb6w+yMrdVVwxPg23x4tRoyA5Ukel1U6zw0Vts5OXVxZQUCXlK1Ir5LxwzWhufqt9PpfJWdE8c8UoYk29LMmqP24nNJZL5wmvV8pn5bCB1y0FYEyJ0vmlpUY6N+giQRcNFv8jaXHawFoKVbukKR+OJlj9HFRsl9bLZHB3HkSfYOqVELaC+b15sLqZ2xdu5KHzB2PSqbDaXFj0Kmqa7Pzzy128fN0Y0o4LwjfanPzz63zeXlfk95jv3TqRCf26+D3WHVwOaCqHxgqQy6W+ZUwEhVKa2tRcJf1oTKCPBdPh3HFNFdKoVUfT4e/kWNCawWkHa7H0Xc6R7/1EaZq1P3WH4Plx/nPgxQyAX34R9Hx1giD0Xj1Wneqiiy7qqZfqNbaVNDAoMQxuVN0OqDsIA+cF3CTDIt1k7ah2n3IQZ3PVZpKMSUEL4ABU5ZxNv9LNJGz5kNKxfqandMDQmKEkGhJ5a8dbIogjdI1CKZXqPr5ct0ItXezFHDcfX2GSLhSjj0v8rY/yW/q3S1pqYOt7gddvfrtLQZyPN5UEXPff7/cyZ0g8o9JOPIW2vsXpN4AD0jSrbSUN7YI46w7U+A3gAGw8VIfV5iK+g6davVpJWpSStKjTuBJSmKhtdvDOukL2Vjbxw54qZDIpZvHStWO4Y1Gu32pmDreHSqudSL2KupajU+tWF9TQYHOeHkEchcr/+eNY5qSA0599qHSADN672n9FHq8XitaKII7go6rRzq6KJq5+bT0ASjkcO0O1tsXhE8Spbnbw2Zbjcsoc46O8kvAI4ijVEJEm/RxPa5Z+jv9OBik4Y4z3Xa7SSNv728efmn2BixhU75Ee4oggjiAIAfRYEOcvf/lLT71Ur9DY6uRQTQvnDE0MdVOgtkCq7nSCpG1RWhkmNeyo9jA7o+OHdnicbKvazqSkiV1v5wm49FHUZ0wmYfN7VA45H1eg+ccnIJfJmZ0+m4U7F4py48LpzXOC+faerlUbcZ8gN4nL3125HycbH3r8cU6W9kbMkAxPXq8UlDv230f+e6KPisfrRSH3HRklpsKeiOfEHeFE5wShz/J4T3yu9f+R8p7wXO86HfJXdYeT9jnxexIEIbAeC+IA1NfX8+GHH1JQUMDvfvc7oqKiyMvLIz4+nuTkAMnCTlP5h8vthkVS46rd0pM/f08WDpPJZGSaTz25cX5NPg6Pg+yI4OTDOVZ1/5lYijaQlPs2hVPv7tQxJidN5pN9n/DWzrf488Q/d3MLBSEMaCNh0EWw5W3/60dc2aXDzxuRzIe5/kfjzBkSf9JqJwAWvYr+cUYGJZo5b3giLrcXtVLOluJ6Fq45yIiUiHbbT8gMPFppaLIZk9Z/5SshtCINai4elcyT3+5pt7yq0U56lJ4xGZHMHZKA8/DfP+9QHYvXF5IUoaO6qX21m9FpESetlNOnaSMgYTiUb/W/PjW4D1qE3inWpCFCp+Li0clMzorB4fKgVsr4YXcVy3aUE6lX++wToVNx9pAEPgkwKvPCkR0cQXa6ixkAcoX0EPV4EemBkyELgiDQg4mNt27dyoABA3j88cd54oknqK+vB2DJkiU8+OCDPdWMsLGjtAGVQkZSRDgkNd4llRZXnPgCON0iZ9spBnE2VW0iUhtBtK4bqumchEdtoCbrTGJ3fo76+PKQHaRWqJmZNpMl+5ZQbetagldBCEtqHUz/rf9pWlmz2idt7ISsWANTsn2HykfoVdw9Ixuzzvei/3gxRg0vXD2aSIOae97ZxF2L87hlwUY2HqxlwY0TiDG2P0a0Uc11E9N9jqNWyHl43hASI8TUqHCkkMv4xegUUiLb5ytasOYgL1w9Gq1Swd2Lj/79t5U0sPCm8SzPr2i3vUYp56HzB5NgEcmnAzLEwLyn2yc4PmLS3VIOLkE4ToJZw9u3TKC03sZtCzdy1+I8bl+UR2OriwU3jfeb8D3SoOHus7L9BuynZEWT6SeRfZ9kjJOSjh9ProALnpXy6QiCIATQY0Gc+++/n1/+8pfs3bsXrfZo4OKcc85h5cqVPdWMsLGj1EpalB6lvMf+BIFV5kvJVU8i0yKnvNlLja1jQzw9eNlcsYlsSzY9lRK0LnMabrWe5A1vdfoYM9JmoJApWLBzQTe2TBDCSGQm3LICptwnzd9PHClV6rjo+S7PwU+J1PP4L4bz2C+GMTTZTGaMgRunZPDxHZPp18GRh063m6+2l/PW6oPYjxm/v3Z/Lb/9YAs2R/tgcpxJyx1nZvHiNaMZmx5JRrSeX4xKZundUxgcDnnHhICSI3W8d9skfj8nh6xYIznxJh48ZyBLt5SyeH0hDvfRv//P+6r548fbuGxcKmMO/50vHZPC0runMjjRdIJXEQBIGAa3r4JR10JUP0ibCFd9AFPvb19VRxAOc7i9/Pvr3Xyzo6JtiqPb42XpllJe/nE/drf/B3uZ0To+vGMyN03NIDPGwNBkM49dPJTHfjHcJ4dOn6U2SH3x+s+kSpRR/WDofLjtJ0idEOrWCYIQ5nps7PGGDRt46aWXfJYnJydTXl7eU80IGztKG0iLCoMvsuYqqSJOR4I4EVLAaXu1h+mpJw8+HWg4QIPDSv/I/ifdtrt4lWpq+s8iftsSykZdQWtUxikfw6AyMCN1Bu/uepcbhtxApFYMaRVOMzIZRGZIJc8n3QVyZbcmUE6J0nPl+DTOHBCLy+Ml1qRBq+r4lKZKq4OXV+73u25vZRPF9TbizO1HMSZG6EiM0DE6PRK700OEXoVJe/KpW0LoJUfouG16FpeNS0UGtDjc3LnYf5XK7aVW5DIZ/7t6NHaX+DufEoUaYgfAuf8GeyMoNKATwRshsOomBz/sqfK77tMtpdw7awBGjW//UygUZMUa+c3sHK6dmIFSLiNFJIv3pY+EzDOkBymuVqkseaBqVoIgCMfosWEgWq0Wq9Xqs3z37t3Exsb2VDPCgsPlYW9FExnRYXCirtwp/Tfy5EGceL0Mgwq2V3VsStWmyk3olXqSjT2b76g+bTxOfVSXRuOcnXG2VP52xxvd2DJBCDMKlTTyprsrYB2WGKEjNUp/SgEckMp8N9kDJ30sqGoKuC7OpCU1Si9u7HsZhVxGjFFDtFFDi8NFqzPwiM/CmhbizOLv3GkqndTvRQBHOIm6FkfAdR4vWFtPnAhfr1GSEWMQAZyT0ZqlPikCOIIgdFCPBXEuvPBCHnnkEZxO6YQvk8koLCzkgQceYP78+T3VjLCwt7IRl8dLRjgkNa7Ml+bKa04+FF0mk5FpkbOtg0GcvIo8siL6IZf18JQxuZKa/jOJOvATuup9nTqESW1iVvosFucvpqrF/1MoQQgptwucLWFdesnh8tDq9D1fOFweHCcoKaVTKdAoA583Ursxx43d5T5hW4Sep1MrUfqpPnVEgiUMcsmFitcr9Xu3qCYlBEer04Xz8DRGy0mCpEaNSCZ+SkTfFQShm/TY3fUTTzxBVVUVcXFx2Gw2pk+fTlZWFkajkb///e891YywsLPUigxIjQyDiHv5NikLfgdlWORs7kAQp7ylgrLmMrIjem4q1bEaUsbgMMSQvHFhp48xN2MuKrmKF7a80I0tE4QusjdC+Xb48rfw7jWw6lmoOxhWwZzaZjsbDtTym/c3c/vCXD7OK6as3kZVYyvf51dwx9u53Pl2Lst3VVJpbfXZP8ak4bKxqX6PHW/WkB7T9XNnhbWVb3dWcOfbedy1OJcVuyupavRti9CzSuttFNU0c95w/0k9UyJ1fpOpnva8Xqg7BGuek/r9F/dD2TZobQx1y4TTRGm9jXfWF3Lbwjx+/8FW8grrMGmVDE32n1dsWv8YogwnT1QvAPWFsO5Fqe9+di+UbgZbQ6hbJQhCL9ZjIXSz2czPP//M8uXLycvLw+PxMGbMGGbOnNlTTQgbO8usJFi06NQhLntrt0oXhSnjOrxLVoSczwtcVLV4iNUHjgFuqshDJVeSacnohoZ2glxBTfYMEre8j672ALaozFM+hF6l5/x+5/P+nve5euDVZEcGv0y6IJyQowV2LoVP7zy6rOB7+PlJuPFriBscurYdVtts56lv97Jo7aG2ZT/sqSI9Ws+/5g/n1oW5uA9nyPwuv5IpWdH85/KR7XLcaFUK7p6RTUVjK8t2HK1ElBKp441fjiOxi1WIKqyt3P12HhsO1bUt+3ZnJWf0j+GJS0f45NsRekZRbQuXvbQGtULGK9eNo6bJwc/7jlYJzIjW898rR2HU9MGS8VW74Y25YDv6mSXvLZj3DAy7VEqSKgiddKTvlTUcDWQv2VzCb2cP4OnLR/KrdzaRX3Y0YDgqNYL/O38wEX5KjAvHqd4Hr58NLTVHl21eBHMeg9HXgcYYurYJgtBrBX0kzrp16/jqq6/a/j1jxgxiY2N54YUXuPLKK7n11lux2+3BbkZY2Xm4MlXIVewEvFKC0w7KOpzceOtJRuPkVuaSYclEJQ9dvoKGlNE4dJEk5r3b6WPMSJtBrC6Wf67/J94wGukg9FHNlfDZPb7LWxtg6T3QUtvzbTpOUa2tXQDniEM1LSzdUsqsQe2rX60qqGH9Qd92x5u1/Gv+cL6/fzoLbxzPZ3dP4aM7JtM/vutViH7aU9UugHPEyr3V5BXWd/n4wqmzOV088/1eyhpauXJCOr/7cAtjMyJ57fqx/PuS4bx87RhumdaPu9/ZREVj37pmoKUOPv91+wDOEV/cD02VPd8m4bRxbN873hPf7qGsoZXLxqbyynVSX3z1+rHMGZrAHW/nUljTHIIW9yKtVvj6D+0DOEcs+yM0VfguFwRB6ICgj8R5+OGHOfPMMznnnHMA2LZtG7fccgvXX389gwYN4t///jdJSUk8/PDDwW5KWPB6veSXWZkzJCHUTYHyraCLlH46KEYnw6KBLZVuZqb7D9A0OBrYX3+AczLndldLO0eupC5rOnE7llI8/pc4zP6H55+IUq7k8pzLeXbTs3x76FvOzjg7CA0VhA4q2wqeAPPpizeArTZoSYo76sPc4oDrPttayp/PG8w3O9pfuL61+iBn9I/FrGt/TonQq4nQq8mK674nlXXNDhb4CTId25ap2TEYtSLXQ0+qa3aydHMpAJkxBrYUN7CluAGZDPQqBa0uT9sIrr2VTfSL7UNPr221ULja/zqPG0pyoROjTQUB2vc9f37cU8WWonpyD9WhUylocbrbZu/WtjhJi+6hhvZGtlpptKw/Xi8c/Bmis3q2TYIgnBaCPhJn8+bN7aZMvfvuu4wfP55XXnmF+++/n2effZb3338/2M0IG6UNrVhbXaRHh8HQ59LNENVPKjfcQTKZjKwIOZsqA4/EyavYhEwG2RGhn35Unzoet0pHwtaPO32MkXEjGRk7kn+u/yeNDpF/QAgh10lytng6lnQ8mPwlMj7C4fL4TVjrcHnw9NBINy/eEyYytrs8uMWoux7nBZwe6e9y7GfB64Vmh7stgANgP8Fn7LTkPUni7ZOdFwThJI70PX8cLg9KhRzP4b547OnR4xHnyhPyek6cr85p67m2CIJwWgn6o8a6ujri4+Pb/v3jjz8yd+7RERrjxo2jqKgo2M0IG/mlUpn19FCXF7fVQf0hSJ1wyrtmRSj4+oATj9eL3E8AKK8yl1RTGjpl6JNPepVq6tMnEbPrK0rGXY+7k3OPrx50NQ+teognNz7Jw5Mf7t5GCoLbCY3lYG8ApU6qGKf1U/43aVTgY0Rngy4iaE0MpLHVSU2Tg1aXG4tWyYUjk/lhTxXXTUonJ96Ey+PF5nDz9rpDJFi0rD/gO3Xq4tEpWHS+I/ucbjcVVjtNdhdapYJooxqTVkVtk52aZgctDjcGjZJog4pIg6ZD7bXo1Fw4MpldX+/yu37+6GS/bRGCy6xVMr1/LD/sqaKu2UlyhI5hKRbmDU9CIZem1zndXmqb7WTHGSmua6HJ7sKkVRFv0qBUyKm0tlJvcyIDIvVqYkwd+0x0i5Ya6cftkvqhKfGUHpCckNYCsTlSXhx/Usd3z+sIfZLpmL7nz6SsKEYkR/Dn8wbR6nSjVSnYeLCOZ77fTaRBTVmDjfoWJy63B7NORWqkDrlcjsvloaTBhtXmRKmQE6FXteUza3W6qWq00+xwoVcriDFq0KvDaPSj2wmNZVIhAZUO9LGg7cRUXq1F+t4u3eR/feYZXWunIAh9VtDPmPHx8Rw4cIDU1FQcDgd5eXn89a9/bVvf2NiIStV3Lph3lVsxaBREhzqjf+lm6b8xpz5apn+knA92w/56D9mR7RNMNrtayK/J56zUs7qhkd2jLmMyUQU/EJv/JeUjL+vUMaJ10VyWcxkLdi5gRtoMzkgRX7xCN2mugS3vwI+PS8nGZTLIngXnPQURae23NcbBpLtgzfPtl8sVMO9pMMbTk0rqWnjo0x2s2F2J1yuVm118y3ieuWIk//xqF08u2wNArFHDfbP6MzzFwmUvrW13jNQoHbMGxiE77oa3psnOexuKeH7FPpodbmQyOHdYAn+YM5Bnl+/j080lON1e1Ao588ckc+eZ2aR2INeYQi7jgpFJLFxzkNLjckBkROs5a2BcgD2FYDJpVfxh7kDWHahl4dqDvHD1aJZuKeWPS7bx+PzhvLHqIF9uK8Pl8aJRypk/OoUxGZE8+tkO/jl/OCatigc+3kpRrfRkOyvWyJOXDWdokgWlIoiDjr1eqNoFn9xx9EbNGA/nPgH9zurcjd/xjHFw/jPw1vm+0ynH3woG8ZkVOs+kVfHguYNYd6AW23Gj3M4dmsDgRAvPfL+XP3y8ta3/XTImhY9un4JCBrctzGVrsVRpKdak4U/nDWJceiQbDtXx9y/yqTqcw2p4ioV//mI4cSY1z60oYPG6QhxuaXTm/NHJ3D87h3hLGCSVb66CvAXw01PgaJK+kwecC+c+Dhb/VRMD0kfDeU/C63OkwNCxRl4NpjBIrSAIQq8U9OlUc+fO5YEHHuCnn37iwQcfRK/XM23atLb1W7duJSur78wHzS9rJD3K4HPD0uNKc8GSDJpTv8DMipAjA/IqfIe0b63agtvroX/kgG5oZPdwa800Jo0gbvunXZpuMj1lOsNjhvPnn/9MZYtIJCl0A48HdiyBZX+SAjgg3RTu/RbevkQanXMsrQWm3g+XL5Ke7pkSYOD5cOuPkDy2R5te1djKTW9tZPmuyrbR4k12F5WNDu56O6/toh6gqsnOnz7ZTl2Lk9un9yMlUkdKpI6bpmbyyAVDaT1uepPL7eGjvGL+9c1umh1Sn/V64bxhSfzjy3w+zC3G6ZZe1OH28M76Ip78dk+HS4QnR+j44PZJ/GpGNskRUlvunz2AxbdMJKkvlq8OE1VNdl66dgyXjE7h6+1lvPbzAa6dlM676wtZuqUU1+GpG3aXh8XrC1m7v4bzhyehUSq47vX1bQEcgIKqJi5/aS1FdUGertBQBG+c0/5Je1MFvH8tVGzrvtdJGgW3rYRBF0r9PnEEXLoAzvh9SEbgCaeXrFgDX9wzlcvGpBBn0tA/zsjj84fxx/MG8ejnO/k4r6Rd/3t7XSHP/1DApsK69uf6RjtvrTpAQVUz9727uS2AA7C1uIGrX13LgZoW3lx9EIdbOu+7PF7e21jMw5/toMF2XKCjp7ldsGkxfP+IFMAB6ctn9xfwztWdSyIePwxu+wmGzpf6bsIwmP8azHo45DnsBEHovYIexPnb3/6GQqFg+vTpvPLKK7zyyiuo1UdHobz++uucfXbfSRa7o7ShQ0+Lg8p7OBFidP9O7a5XyUgzy8j1E8TJrcgl2ZCEWd0NTx+7UV3mVDRNFUQcWnvyjQOQyWTcOPRGAH734+9wekJ8sSH0fo1l8ONj/tdV7YbaA77LDTEwaB5c8zHc8gNc/JJ0Uajq2eBDUZ2NXeXtc0QNTDCxr6KJuhb/fePJZbtJitBxw5QMbpiSwd6KRm58awOv/rSfFvvRfSob7Ty3fJ/P/unRer7Z6b+ax9LNJdQ1d7xPJkfquXdmf5bcOZmP75zMXWdmiQBOCJXUtfDXz3Zwy4KNnDkwjrfWSMmnx6RFBpzmsSSvhAtGJvFBblG7nDlH2F0e3l1fiMt9kpwyXVGw3H/VKIBv/9J9FeNUWogfAhe9IAVtr10CQy4EY2z3HF/o05QKOf1ijfz1wiF89qupvHvrRC4fl0az3cV3+f4DF0s2lfitFnjPrAE89e0ev/vUtTjZeLCWQYm++321vZyaphBXnmsqg5+f9L+ufIsUtD1VSjXEDYJ5/z3cdz+BYZdII+wEQRA6KejTqWJjY/npp59oaGjAaDSiULSffvPBBx9gNPaNKhM2h5tDNS3MHhzi4ZPVe6Wyh7EDO32I/pEKNpS1D+K0uu1sq9rG5OQpXW1ht2uNSMUWkUbcjs+oz+x8+8waM7ePuJ1/b/g3j617jIcmPhT6UVVC7+VsgebqwOsrtkP6JP/rQvwEb3e5b5Lv9GgDO8usAffZWWZFrZTz6Of57ZZvK2mgweZCr5Gm1jbbXVhb208bkcuhocUZMEekxwv1NscpvQelQk6cOQyG7ws43B4KqqRyxU2tTlocbjRKOfUneDLv8nhxur3sLA38mdtwsI4WhxuzLgjPrLxe2P9D4PXlW7s/canGKP0IQhDo1Ep0x+SmqW4MfE51e7w0tvpWS4wxqE/YJ3eWWkmPNpBf5vsdUtPsoF8o45KOZmhtCLy+ag8kj+ncsTUG6UcQBKEb9FgWMYvFT5JOICqq7wwl3F3RiJcwSGpcuA7UhlOf23uMnCg53x1yUWPzEH344nh79TYcHicDwmgq1bHq0yeSuOV9NNZS7OakTh+nf2R/rhl8DW/ueJNkYzI3DbupG1sphA2PW8o106VjHB4BIA9wA6nUSCNoAt3oHZ8TJwg8Hi8yGR0ORro8HpRyOcmHR62oFDKmZMVg0atQK+REnSDfV1KEDrfbw5/PHQTAuxsK2VfVTHKEDoNa0dYWjUqBSiFrmzIltRMMmhN/ZRlPsl4IP16vF68XNEoFV4xNwWp3YdGpuWhkEs0OF+aTlHrXKOUkRug4WNPid316tB6tqov9OBCZ7MQPQywpoDgu51+g80p3nG8EoZuZDyd5l8lgQmYU8WYtJXU2Nh6SRp/p1QqMGiVTsqPRKBVsKqqj2eEmMULLoQB9MilCx6aiev+vd0x/93i8yP1UM+x2HrdUHk+hAKVW6rPH5685wpIc/PYIgiB0QK+74n344YfbJUYGKXlyeXl5gD3Cx64yK3IZpEaGOoizWrrwDHRj2QE5UdK+G8vdzMmU/n9D+Ubi9XFEaiK6o5Xdzpo0kridnxGT/xUlE7oWeDkj5QxqbDU8nfc0JrWJy3I6lzBZCDNulzRceudSKF4PCcOlYc+WVGlIdEc1VUL1Hsh9UyoxOupaiB/sm3jYGAejrof1L/oeQxcJcYO79HZOpLzBxuaiBj7dXIJZp+Kq8WmkReuJ1Pu+T6fLQ2m9jc+3lbG1uJ7hKRHMGRLPH+YMICfRwvJdlVQ12hkQb2LWoDi+z69kX1VTu2MY1EpevnYMxXU2VuyuQiaT8cdzB2HUKlEgY92BWj7aVEKkXsVNUzO5eFQy728sbneMFoebIUlmdvh5yjs6LaLthkMIf7XNdg5Wt/BhbhEzB8Xj8XqRyWVcMyGd3EN1tLo8ROo1GDVKfnv2AJ5Y5js9Y1K/aNYdqOXysamsKajx+zo3Tc1ErQzizPGhl8DKf/nPt3bG749OmagvhH3fQ8H3EJkpJTU1xEJzJWxaJFWLzJ4NWWf1SPBWEDrColdy2ZgUzh2eyKp9NRTWNjM+M4q7zsrm253Sdfe/LhnO9/kVtDjc3DotC6/Xy63T+vGnT7b7HE8pl3FmTiwv/7TfZ92gRBNmrYrtJQ28u76Q6mYH5w9LZEx6JInBmOpaVwiVO2Hre1IAdcRVUhW4YZfD5kW+2xtiIapf97dDEAShE3pdEAdgyJAhfPfdd23/Pn6KVrjaVd5IokUX3AvKk2kogoZi6DejS4eJ1cuJ1cnYUO5mTqYKh9vBlqotjEsY100N7X5epRpr8ihid31Nybhfdvmp50XZF2Fz2Xh07aM4PU6uHnR19zRUCJ3yLfDm+dI0J4Bdn8NPT0j5Z9Ind+wz01QJn98Puz47umz7R1KlmotfbF+NQqmFqfdB3X7Yu+zockOM9Jrm4Dz1K6u3cf0b69lTcTTQ8t6GIm47ox93TM8i4pjRNF6vl63F9Vz16jrshxMQf7Ojgu0l9cwcGM9Nb21om+L0zY5yXv/5AG/dOJ5bF26ktF5KNCyTwUd3TuJvX+Tz096j08eWbill+oAY/nTuIOa/tKZt+Ue5Jbx/20RK6238vO/ozfl/vt3NM1eM5LaFeRQcEyQaEG/kiUtHkBLqALnQIbVNdp5YtpvF64t45oqR/O+HArYWN/DKdWN44ONtFNYefYL//sYifjN7AHfPyOK55QVtywcnmnn0oiG8/vNBYowa/jA3hyeW7WnLjaNWyPnbxUODP/LVkgJXvAsfXH/0vCGTwfjbIPvw92z1Hnh9rlSC/Ig1/4ULX4Cdn8Ceb6Rl+Z9JN4o3fAUxnctZJwjdKcag5oKRSdz45sa2RMRQgU51kIU3jWf9wRoe/XxX2/ZfbS9nQLyRV68by+VjU3g/t7jt+0GvVvDvS4aTGqUnJ97ULqdavxgDL10zho/yitsFbL/eXk5alJ53bplIcmQ3BnLqDsEnd8Khn48u2/aBlDh89iPStfKBH4+uMyVI38mWlO5rgyAIQhf0yiCOUqkkIaH3leXbWWolNSrEiTMP/CTdOHaitPjxBkbLWVMizYfeVrMdu9vOwMjO59npCfVpE4g8uJqIwnXUZ0zu0rFkMhlXDrwSpVzJP9f/k6qWKu4ZfQ9yWQiDdELnNZbDBzccvRE7wu2QbtBu+6ljQ6lL8toHcI7YvwIOrIThx43aMidKwZ2mCqjZL+W6iUiTAjhByLfkdHtYuPZQuwDOES+t3M+8EUntgjgVVjt3Ls5rC+AcccmYVG5bmOuTo6am2cHfv8jn+atGs7+qmRaHm2EpZrYXN7QL4Bzx455qLh7VyMR+UazdLyWBdbg9XPHKWr741TRcHg8HqluIMapJjtCRGKHj9V+OpbLRTkmdjZQoHbFGDenRItdAb3GgppnF64sYkmSmtF6amnHhyCQ+2VzaLoBzxJPf7mHJnZMZkmihstFOgkVLab2N+97bzHNXjsKiU6NWyjl3WCJ7K5tQymVkxRqJMWnQBWsq1REqLWSdCXetk/qvoxniBkrBGK1ZSnr82X3tAzgg5dP57B6p0tyRIA5I5Y2/+C1c9paoOiWEXLnVzj3vbj4mgCOxOd3c995m7pjuW112T0UTC9cWMijJzBvDxlFUa0OvVqDXKHhz1UEeijaw8KbxlDe0UlLfSqJFS4JFS32L0++Iu8LaFl5YsY+H5g3uvqmRBcvbB3COyP8URlwBl7x++Du5QBpNZ0kVU6kEQQgrvTKIs3fvXpKSktBoNEyYMIF//OMf9Ovnf4ij3W7Hbj+a7d5qDZxsLZi8Xi/55VbmDgll8Mkr3UTGDfKdp98Jg6IVvLrVQYPdy8byDcTqYonWhXeOI7slmVZLCjG7vulyEAekQM5lOZdh1ph5ffvr7G/Yz9+n/h1TmFXnClfh0j8BKcFw/SH/61pqpBE2J7uIszfBuv8FXr/uf5A9yzcpsT5a+gni9KkjapocvLO+MOD6D3OLGZp8NIdZTbOdCmv7iiHJEToKa1vaSs4eb83+Giob7Ty8dAcalZxHLxzKOxsCV/V4Z30h101KbwviALQ6Pby7oYg/nTeInARzu+3Tow2kRxsYl3Gidyp0RbD6ptvjYeHhylNnD45n6ZZSAGYNiue3H2wJuN9X28vZXtLA3oomGmzOtptKa6uLjBgp0a9BowxNME+hlgKv/qZBtdTCoVX+93M7ob4IzElgLT26/MAPYKsVQRzBr5783qxtdlDb7D+5cXGdjViTxu+6j/KK+d2cHG54cwPRBjV2p4dGu/TQ78PcYh6+YAixJi3DjhnY8t4JviM+zCvm7hnZ3TOtqqFEmuocyIZXpYIC8UOkH0EQhDDU64YMTJgwgQULFvDNN9/wyiuvUF5ezuTJk6mp8T8f/rHHHsNisbT9pKZ2PplvV5Q1tNLY6grt0+KafdIQ0cQR3XK4wdFyPF5YXWpnc+VmcsI0ofHxGlLHEnFoLcpAZWE7YW7GXH416lesLVvLZZ9dxo6aHd127NNZuPRPADy+VTbacXeg9KnH5TuS51hOG3j95M7oQV682JyB22A9rhqQy+0bqFEpZLSe4BhwuHKJ3UV1kwOl/MTbtzjcKP3k6Gps7XjJcKF7BatverzQ7JA+CyqFHNvh/5fLZD6jvY7V4nDjBaqa7O1GBfj7fIYVf7lyjuW0SUGgU91P6LN68nvT6Q7cJwHcAcoF2hxu1Eo5Xi9UNznaAjjg+x1zRJM98Hew3eUhwDODU+dxn+R7ujlwYmNBEIQw0euCOOeccw7z589n2LBhzJo1iy+++AKAt956y+/2Dz74IA0NDW0/RUWBI/3BtKtcelKSFhXCnA0FK0BjgujumWsfp5cRq5fxRUElrW47OVE53XLcYGtIHoVXBtF7V3TrcUfGjeQvk/6CUq7kmi+v4dVtr+IWF+InFC79E5BGwmjM/tcp1GBKPPkxtBYp0Wkggy+W/lu1W5p6cTiQ6Pa4KW8up6C+gOLGYpqdzafY+I4za1XMGBgXcP1tZ2Syv6qJ7SUN7KtsItqgJlLffuRecZ2NAfGBR5tlxhiobDwa9Fqzv4aZg+IDbn/2kHhWFfhOtZo3ovNV5ISuCVbfVCnkXDxKGtGWW1jHGQOkesLbSuqZ1C864H4TMqN8yhabdUqfz2bY0ZqlRMaBxA2UHq4cK6Y/aPxX9Oyq4881LSe6mRXCUrD6ptvt5kC1dO7fU9FIeYM00kat8H+rYNIo23JQHe/MnFhyD/p/UHbhKP/n9dmDA39HTOsfg+kkleo6zBgPOecEXj/owqMJycOU1+uloqWCgvoCiqxFNDl8p0cLgnB663VBnOMZDAaGDRvG3r17/a7XaDSYzeZ2P6GQX9aIXq0gxngKFW66k9shVcZIGtWlqlTHkslkDI6Ws7YUYnWxxOhiuuW4weZRG2iOG0z07m9OvvEpitPH8ccJf2R2+myezXuWG765geLG4pPv2EeFS/8EpMSFc/7hf91Zf+7YRZ1MBgPP8z+twhgPgy+AV2fD8+Phv6Pg3Wuorz/Akn1LuOyzy7jo04s4f8n5/GXVXyhrLuva+wnAoFHy61kD0Kt9cwu8d+tEVhXUMv9/qzn/vz8z5+mVPPbVLhbeNAHTMeW7XR4vGw/Wtd2MH0sug9+endM2ZQbg9VUHOX9YIvFm36H3iRYtZw9OYMGa9lPZRqdF0D/O2JW3KnRBMPvm6LQIchKMrNhVyaxB8UQb1Ly/sZhbzuiHxk/i/wmZUdQ0O2g47gn+A3MHkmDRdlu7gsKUAOc96T+/1Ygr4eDP7UfdyORw3lNg6v6byPrWej7e93H7c83qv1DWFJxzjRAcweibZfU2PttazpUvr2s79//+w62olXJ+NdN/DsUHzx3Iuv2+o+D1agX3zerPsp2+VWNHpkYwMMF/ezOiDUzO8p2Sr1HK+eO5g7qv+qBKA6Ov9/+dHpEOOXO753WCpNHRyLKDy7jqi6u46NOLOG/Jefxh5R/EtaYg9DG9Pohjt9vJz88nMbEDT8lDaFd5I+nRemRBSFTaIYVrwNEEyWO69bCDoqDaFkGycXi3HjfYGlLGYKgpQFt7sNuPrZQruXTApfxhvPSlOn/pfD7d9yneAMOOhTChUElBlus+lfqJxiSVGL/yPRh9Lag6OBffkgK//AIm3yNVmdJHwfhb4bql8M4VUHegbVOPx8mKoh/465q/Umc/PCrH6+abQ9/wq+9/RbXNd3RKd7A73bx4zRjOHZaAWask0aLllevGkF9m5ZHPd1LXIt0suz1evthWxgMfbeXd2yYyLNmCUaNkWLKFif2i+P3cHJ64ZDj9YgyYNEqm9Y/hk7umMDLVwrwRiSRatJi1Ss4flohGKePdWydy7cR0ogxqog1qrpuUzuJbJqJXK7hwZBJmrZIki5YH5g7kf9eMIc4c5jfoQqckWHS8ecN47pnZn2e+28PTV4zk7MHxLFhzgFevG8ucwfGYNEpSInXcMzObP5wzEJ1SweBEM0aNklGpEbz5y3GclROHTh3mqf08bnC1SgmMM6dL55WY/nD232Di7dLI2OhsaRRgvxlwy3JIHtv9zfB6WF60nEfWPNLuXPP1wa+5Z/k9VLcE51wj9A7bSxu4773NlFulioJeL6zcW82VL6/jghFJvHD1aIYkSf1vZGoEr18/lslZ0dxxZja/n5PTdq6/eFQyn/9qKpnRBt67dRIXjUpq+475/ZwcXrxmDPEBzuuxJg3/uXwUD50/mJRIHSaNknOHJfDZr6aSHdvNAX25Cq79FEb/UvqONsTChNvhqvdBHqKHrR20qXITv135WypbKgFpivTKkpXcvOxmKporQtw6QRB6iszby+4sf/vb3zJv3jzS0tKorKzkb3/7Gz/++CPbtm0jPT39pPtbrVYsFgsNDQ09+tR/5pM/kBVr5IYpJxhWHUxf/R6crTD+5m49bG75Xp7YkMxdo4qZl92LYoIeF9nfPkrV4PMpnnhL0F7G5rKxOH8xq0pXcX6/83lo4kPoVaIMciCh6p8+WmqlGy+FWgrEdIbbKSVLxgtKnVTh6tiSpUDFL17k8vyXqGn1n9Nr4TkLGRk3snOvH0B9i4Ob3trIzlIrF4xMYnRaJK1ON1Oyo7n8pbXUBEhi+f5tk+gfZ6TV5UajVBB1TAWr6kY7Lo8HvVrZ9rTU6fZQVm/DC1h0KiL00vY2u5PKJgcyINaoRqeRtm+xu7C2OpHLZMQYNcjlIQp4C34Fo2+63R6qmx14vaBUyFhbUEOr082krGjW7q/B2uri861l5B6qIyNaz/wxKcSbtYxOiyA7rpckj28ohhenSiNsRl4NsQOgpQ62vgcV2+HOddJNpMcFaoM0JTMIypvLueLzKwKeaxadu4gRsd2TL0/oWV3tm4U1zdy8YKPfioUAz101ChkwOMmM1yuNtnxnXSGvrTrI97+ZTkqknpomOx6vF7NOhf6YwGqLw4XVJp3Xo40aFB04r3u9Xqqa7Hg8XkxaFQZNNwdqnTapAtyOj+GsP0HqBPB6YP8P8NMTMOluabki/ALE1bZqbvzmRg40HPC7/oWZLzAtZVoPt0oQhFAIvzPUSRQXF3PllVdSXV1NbGwsEydOZO3atR0K4IRKq9PNweoWzsoJ0Rzb2gKo2AEjr+r2Qxc17cSo1rGrNop51Hf78YNGrqQxcTjRe5dTPOEm6QI7CHRKHTcNu4nB0YNZsHMBu2p38dzM50g2ilKVYe346lGdoVBJ5cMBGkqheIPPJi06c8CbKoD82vxuD+LYnG62FTfgcHt4b0NRW0WQz381NWAAB2BHaQPjM/3/XmL8VChRKeSk+UnkrtOoSNf4DovXa5Tou/tiXQhrCoW87al8SV0Ld7+zCYBP75rMbz7Y2m7bgzUtPHm4/PBTl43oPUEcR3Nb7itWP+u7viQXRl0d9GbYXLYTnmt21+4WQZw+yuXxBgzgAKw/UMvABBNnPfGjz7oGm5P0aFnAUZN6tbJdUKcjZDIZcaYgjsK0N0LRGim58bI/+a4/9LPUb3XBCah2hd1lDxjAAcityBVBHEHoI3rdFfO7774b6iacsr0VTbi9XtKjQzQCY+dS0EVCXPeWSnS47RTU7yPDPIjccguew09oegtrymgiD63BVLaNxqTgXrxOSppEmjmN/276L1d+cSX/m/U/hkSL0pV9hkIh5cao3d9uscbrRS1X4/D4D54k6BO6vylyGXFmDcV1NgYnmjhnWCItDjdapRyVQoYzQLWfJEs3lHYVhAAUcjkRehX1LU5MGhVnD46nye5iw8Fan89kXICyxmFJqQG5MnD1O3PPTAVXy9Wo5CqcHv9Vd+L1gZPKCqc3uUzW1vf8SYnUU1TXwr0zsxmYYGZrST3/+0H6LjvVAE1YUGrAlAQ1Bf7XW1KlbcKQUq7ErDZjdfgvK59iTPG7XBCE008vmv/Se+WXWZEhfRH2uJYaaYho2qRuS2h8xJ66fbg9bkbFq6i3K9hf37u+zG2RGTj0UUTt/b5HXi/ZmMwfJ/yRSE0kN359I5srN/fI6wphwBgPU3/jszh6x2dcmDHH7y4GlSEoFd/iTFrun92fT++awj0z+3Oophmbw02L083fLx7mdx+zVkn/+I7nJKi0trKlqJ6/fraD332whWU7yimqFVVwhMBiTRp+M3sAn/1qKnurmjBplQyIN/HiNWO4cvzREsqxRg1xZi37q5pwHVOSvLrRzoYDtfxpyTb+snQHmwvrqG2y+3upnmWIDVyxThcJMQN6pBnRumguyLrA7zqjykj/yO6pWin0PkkRWq6blOF3nUoh46ycWH4xKgWtSsGynRXEGjV8d/8Z/GXeIIwaBTvLrPz9i3z+8NFWVu6pouJwXp2wpbXANN/v4zYT7wJVeOZji9ZFc+3ga/2uU8lVTEia0MMtEgQhVHrXXXcvtbPMSmKEFq3KtxpM0O1YIk3rSBnX/Yeu2UGcPpaBUQrUCg8by7VkR/aiMocyGdakUUQV/Ejh1LvxKoKfzM6sNvObsb/h2bxnue3b23htzmsMjRka9NcVwsCAOTDqOti0oG2RZudn3Hb7CvY3lZJbmdu23KQy8eLsF4P2dHxsRhR3LMpjxzElm99cfZB7Z/bnz+cN4m9f5LctN+uUvH79OBI7OPqhwmpjwZpDPL/i6FPOD3KLGZJk5sVrxpAaJXJCCb4UchlnDIjlprc2sq/y6PfIm6sP8uvZA7hsbCrf51fw8nVj+PsXO9lUWM+imycwPCWCysZWHvxoG9/vqmzb763VB7l0TAp/OGcgMcYQPlVXG2Dm/0mj8IrXH12ui4Rrl0gjAnqAVqnljhF3cLDhYLtzjVlt5sVZwTvXCOFPrVRw6ZhkdpY28F3+0T6kVcl57qrReL1eLnh+Fa1OKWi6ZFMJRs1ePrpjEu9uKOLp745Wh31vQxHDk828fN1YEsJ59GbiCJj+B1j5LymLM4BcIVWojPFfjSscKOVK5vefz86anawoWtG2XKfU8cxZz4h+LAh9SK9LbNxVoUicevlLawC4b1bPPHFr09oAH94ojcIZcHa3HrrZ2cwLm59nTPxYsiOyeWu7CZkMnjwr8Jz7cKRuLKffD0+wd85fqc+c0mOv2+pq5ancp6i2VbPo3EWkm8M3p1NPCpvExsFiq4OmSijdBGojJAwFYwK1rhYqWirYW7+XGG0MGZYM4vXxKOTdH/h1ON3857s9/O/H/X7XL7lzMm6vl/xSK3FmLSkROl78cR+/nzuoQwGYLUX1XPj8Kr/r7pjej1/PGoA6FAFtoUuC3Tdb7C4e/WIn76wv8rv+s7ul8/N/vt3D8t1VAGTFGlhw43g2HKzjvvc2+91v4U3jmdY/ttvbe8qaKsFaCpU7wZQo3Siakrt9hOzJ1LbWUt5czt66vcTqYoN6rhF6Rlf7psPl4fGvdjGtfwwRBjXbixuI0KvoF2tAq5Rz+cvrqDpuVJtWJef5q0Zz01sb/R7z17P6c/dZ2SgUYTzgv9UKzVVQmgcyJSSNlEbOabq5ElYQ1LXWUdVSxa66XVjUFvpH9idOF4cyDJMxC4IQHKK3B5nX62VnmZVzhoagBPqOT6QnDBndH5zIr8kHmZw0cxoAOVFOPt1noMkhw6juPXFBhymBVnMy0Xu/79Egjlap5Z5R9/DY+se467u7WHz+Yszq0zBoIbSni5R+YttPk4pSaYnSRTEoelDQm1BubeX9jcUB13+YW0xds4PaFgdlDa0cqpGmQZ07LKlDQZyP8gIf+/2NxVw5Ps1vwmOhb6tqtLNkU0nA9V9uL2fd/lryCuvalhVUNVPf4uS1nwMn+nx91QHGpkehU4c4SGGMk36SRoa0GVHaKKK0UQyOHhzSdgjho6bJztvrD/HaqgPo1XKGJluob3Gyr6qJ926d5BPAAZjYL5rv8gOXs160tpArxqcFLCceFrRm6Sc6K9QtOWWR2kgitZEMiOrhh8OCIISNMA6Rnx5K6m00trp6PqlxawPsWgppE6Th3N1se812kgyJqOXSFKScKAcer4y8ivBMBnci1uSRRBxai9zRszk7jGoj94y6h+rWah786UE8Xs/JdxKELvICTfYASVYPr3N7Ye3+2rYADkBDq/+kl8eznmC7JruL3hPiFXqSB2/bdA1/GltdaFW+lywOt4fmE3yeG20uXB5xbhWEQDzeo32vxeFh/YE69lQ0oZTLsTvdfvfRqhQ02/2vA2i0O+ljA/0FQRB6lAjiBNmRnBMZPf3kecdH0iiczDO6/dBVtioqmivJNGe2LYvUekg0uFhfFsZPXQKwJo1E7nYQeeDnHn/teEM8twy7hZXFK3lzx5s9/vpC32PSKpnaPybg+on9otlWXO+zfGRqBAerm9lVZuVgdXPAi/s5gwNX1JraPwaTVgwAFXxplArGZUQGXD82PZL8svYVWUwaJZF6NWcPDpwH4vwRSRhF6XpBCMioUTIh07fvOVweoowaVArfsqPbihuYlBUd8Jhn5sRhFOd6QRCEoBFBnCDbUWrFrFUSqVf13IvaamHnZ5A+OSijcHZU70CjUJNkbJ+QMSfKwfoyDZ5e9vDFpY+kJbof0XuXh+T1h8cO55zMc3g271l2VO8ISRuEviPKIFUB0ih9T/+DEkyolXJKG9pXFzl/eCKldTYueO5n5j7zExc89zPPrdhHSb3v6LUhSRYGJph8lmuUcn4zewBRht43Wk8IHofLzdbiev7xZT4PnDPQ7w3jqNQImu0u6o4rgfzbOTkkmLVcNTGdCD/fsYkWLbMHxSOT+R5TEASJRa/mz+cNQSn37ScFFY3cMd13ulFJvY2BCSYGxvs/198/ewBGTQ9e9wqCIPQxIogTZDtKG8iINvTsReTW96Us++nTuv3QHq+H7dXbSbekI5e1//gMjHZgdSjYXdv7vritSSMxl+ShtNWdfOMguDj7YlJNqTzw0wO0usK8PKfQ62VGG/j4zsmclROLUi7DolNx09RMXrpuDP1iDIxOj0Ahl5Fg1vJ/5w/mqvFp3LIwF2urNG3F2uriv8v38cKKAuqa2+dLSIvW8/J1Y7h5aiYWnQqlXCpR+/Edk8kUuXCE4xTW2rj0xTV8vrWMb7ZX8N5tk5iSHY1SLiPKoOZXM7L55/xhuD1eMqL1yGWQE2/i8fnDSbRoQQapkTo+uXMKvxiVjEYpR69WcM2ENN6/bRLJkWFcIUcQwkROgpFP757CtP4xbX3v17P6MyYjkkGJZh6+YAj9YgzIZTAg3shjvxhGbbOdV385ljumZ2HRqVApZMweHMdnd0+lX4w41wuCIASTqE4VZBMf+55x6ZFcNaGHqg81VcDHt0LWTMg6s9sPX1C/nw/3fMjczDlEatoPv3V74W9rorggu5lfDm3s9tcOJrmjmf7LHqFw8u1UDrs4JG0oaSrhr2v+ynWDr+PXY34dkjaE2mlfnSrM1DTZabK7kAFxZi3aw1Wj6podtDrdyOUyHC43Zz7xI24/Q+wUchnf3DeN7Djfp7GtTjeV1la8SMP1o0NZ5lnosmD0zVanm4c+2c4HuUeTYWdG6/n9OQNJi9SjVMgwapRM+/cKBsSZuHRsCvEmLUV1Lby3oYiyhla+u396W8LtFoeLBpsTGRBpUKNRiopLwumvO/um1eak2e5CLpMRY1RTUN3MnKdXtvW/BLOW4job728sorjOxlf3TSMtSk9NkwMvXkwalZhGJQiC0APEmTaIaprslDe0khnTg+UKN78DKp00lSoItlZvIVIb4RPAAVDIICfSwbpSba8L4njUBpriBhK99/uQBXGSjclckHUBb+54kzkZc0T1ECHooo0av8GVSIO67f/XH6jxG8ABcHu81DY7/K7TqhSiCpVwQo2tLtYeqGm37EBNC3csygNgSnY0d52ZjccDu8obefTzfJ9j1NucpB7+f71aiV4tLmsEobPMOhVm3dHR1FWNdrxe2F3RyN++8O1/dc0OsmKNJFh6Xz5EQRCE3kxMpwqi7YeTGmf21LDShmIo+B76nQlK9Uk3P1XNzmb21e0jKyJwOcaB0Q4ONKioaul9Hy1r8iiMlbvQNAQucxtsczPmkmxM5q9r/orbE7jygyD0FN0xN8VZsQamZseQFWvwu14QToVKISPWTxBxQLyRW8/I5Pxhie1uKP3RqcRoG0EIlmOTgmfHGZmaHdPumlavFv1PEAQhFMTVdxBtL2lAr1YQZ+6haQSbF4HWAinjg3L4bdXbkMvkpJsDTw3LiXIil3lZV6bl/KyeLdndVU3xg3ErtUTv+Y7ScdeHpA1KuZJrB13LP9b/gw/3fMjlAy8PSTuEvquswcbOUitrCmpIjdJzxoAYzh4cx6VjUzlY08KBqmam58SSEa3ng41FfpO2W1udVDS08s2OcqytLmYOiqNfjJFYk/9zYWVjKweqmvkuv4IInYo5QxOJN2swaXtffi2hPZfbQ2lDK2sKqtlT0cTI1AhGp0WSHKkjQq/mzjOzuHlBLgCJZi3/u3YM1U12ftpbTWWjHaVCxvWT03lr9SGfY49IsRBl6P4HFoIgSCL1KmYNiuPycWkUVDVRWNPCWQNjSY3U81FeMWadir0VjW3n+lmD4siMMRBrEiNzBEEQgkkEcYJoW3E9mTEG5D2R1Lh2Pxz4CYZcDIru/7N6vB42V2wmzZSGWh74olmn9JJpcbK2tPcFcbxKNY2JQ4ne+x2lY6+DEFU0yY7MZlryNJ7Je4bZGbOJ0kaFpB1C31NU28KVr6yluM7WtmxCRhR/PG8Q1762ri2xMYBZq2ThTRNIidS3O0ajzcn7G4vaDb1/eeV+xqVH8tzVo4k3t7+4L29o5c63c8krrG9b9u9le3j4giHMH50sAjm9mMfjZVtJA1e9sg7bMSXpowxq3rt1Iv3jTYxKi+T6yem8s76It24az6/f28yO0qOlxP/z3V7+fvFQrp6QxtvrCtuWp0TqeOaKUSKIIwhBlByh5Y4zs7nutXU0O472YYtOxds3T2BHSQO3HZ7+CIfP9RmRPHflaOLFFCtBEISg6X1zXnqRLcUNPTeVavPboI+B5DFBOfyBhoM0OKxkR2SfdNtB0Q62VGqwuXpfWVdryli01jKMFTtD2o75A+bjwcNzm54LaTuEvqOx1ckjn+9oF8ABuGBkEne/k9cugANShaq738mjwtq+mlpJg81v7oQNh+r4YGNRu/w6LreHd9cXtgvgHPHw0h2U1otKbb1ZubWVWxZsbBfAAahtdnDPu5uoabITbdRw/+wcfvzddBatPdQugHPEn5Zs59qJ6fxr/nDumZnNwpvG8+Htk8kQFXAEIagK62zc+XZuuwAOQIPNyb3vbmqXP+2IDQfr+HhTScBcaoIgCELXiSBOkFQ12ilraCUrtgeSGlfvgcK1kDVDKi0eBHkVuUTpIonWRZ9028HRDpweGXkVva8aTUt0Pxy6SKJ3LwtpO8xqMxdkXcCHez5kV+2ukLZF6Bvqmh18n1/pszzOrKGo1uZnDyiqtfkkNv44L3BOqbdWH6K68WhJ8uomO2+tORhw+8+2hC4/ldB1lY12qpv8J77OL2ts++xYdCocTi8fHlOl6nhf7yhnd7mVZTsqUCvkIpGqIPSAumYnFVa733UFVc2oFP5vI95YdYDqJv/7CYIgCF0ngjhBsrW4HqBdAtCg2fQ2GOMgcURQDl9rq2V/wwEGRPTv0PbROg/xehdrS3vhRbZMjjVlDFEFK5C5QnsBclbqWSQaEvnn+n/i9YonWkJwOdxe/D04dbhO/NlrPW6UxbFBmuM12Jx4OHo8rxefET7HqjzBsYTw12IP/LcFcLg8bf/vwUuLI3Ay97oWJ3K5jF3ljQErogmC0L2OP78f79g+fKwGmxOPuG4RBEEIGhHECZLNRfVE6FTE+Km80a2qdkPJRuh3FsiD8+fMrdiIVqkhzZzR4X0GRTtYV6rB3Qu/wxtSx6J0tBB54OeQtkMpV3J5zuXkVuTyfeH3IW2LcOoaW50U17ZQVNuC1eYMdXNOyqRRkhyh81muVspRB3jaqlbIfc5x5wxNCPgaU7Kj21U7MWiUTM4KPLpv7pDAxxLCX1KEDnmAWbVGjZII/dGpGBqlglGpEQGPNb1/DD/uqQJgQLypO5spCEIAsWYNygCdWKdSYNKpuHxcKs9fNZoXrh7Nb8/OIcmiZWr/mHbnekEQBKF7iSBOkOQV1pEVa0QW7OS4mxeBMR4Shgfl8DanjW3V2+gf0R+FrOMfl8ExDqwOBfk1vS/ppNMQQ3N0FrH5X4W6KQyLHcawmGE8sfEJHG7x9Lk38Hq9FFQ2cc87m5j27xVM+9cK7nw7j93ljWGdIyDeouXhC4b4LP9sSyk3Ts30u8+dZ2URY2zfx4emWPyOQFQpZPx+7sB2iYrNOhUPnjPQ701C/3gjg5Msp/o2hDASbVRz/eQMv+t+O2cAcWY1LreH/DIrj3y2k9vPzELh57MwJMlMlFHNnoomLh6V5POZEwQhOCJ1Kq6b5L8i6Z1nZqGQSQ8s7n13E3e+nceyneX837wh/PGcgSIpvSAIQhCJIE4QuD1ethQ1kB0X5Hw4VflQkgfZM4I2CievMg8vkB3ZsalUR6SaXJjVbtaU9MIpVUBD6jjMpZvRNJSGuilclnMZZc1lvLPrnVA3ReiA4jobF/9vFSt2V3FkNPnP+6q5+IVVFNWGd8W2if2iWHTTeAYmSCMdIvQq+scZuXZiGk9cOrxtpE6SRcu/LxnOdZMy0KnbP21NtOhYcNMErp2UjlYlbzvukjun+A3uZMcZWXLnFCZkSlXYtCo5109K560bxou8J72cSavi7rOyefTCIcQdLi+fFqXnuatGcdHIZFQKBUW1LVz8wiq+3lHO+xuLeOHq0YxOiwBAr1Zw/aR0/nP5SP740Tb+eO4g/nTuYCx6EcQRhJ4QY9Jy49RMHp43mITDlQVTInU8Pn84F45M4qa3NvLltnJchx9QbC1u4K7Fedic/qdZCYIgCN1D5u1jyTasVisWi4WGhgbMZnNQXiO/zMo5z/zEQ+cPZnBicF4DgGUPgbUEptwDpzBKpqMcbif/2/ICaeY0xsSdetWrj/YYKLSqeOOcylBV6+40mctB9nePUjH0Ikom3BTq5rBw50I2lG/gi198cVqXHO+J/hlMbreH51bs4z/f7fW7/sYpGTxwzkDUyuAkIO8u1U127E43CrmMWKMGxeHpVJXWVhxuD2qFnDjziQMsDpeH6iY7Xi8YtQosuhPfeNe3OGi2u5HLINqoQa0UzxjCSVf6ptfrpbLRjtPtQa2UE2eSPjutTjePfLaTxeuPlg6PN2u4cnwa/eNMJFg0ZMUaaLK7UcrlxJk0yAPNzxKEPqonvjfdbjdFda24vV6Uchnp0QY+31rK3Ys3+d3+jAGxPHflKMw6MRpHEAQhGMRVchBsPFSHQi4LblLjyp1QmgfZM4MSwAHYVJmHw+1kUNSgTu0/NMZBebOSg9beNy/aq1TTkDKG2PyvkLlDn8/kouyL8Hg9PL/p+VA3RTiBRruLFburAq5fubf6hIl8w0WMUUNypJ4Ei64tgAMQZ9aSEqk/aQAHpFw6SRE6kiN1Jw3gAETo1SRH6kiM0IkAzmlGJpMRf+SzYzr62WlsdfHTvvb9pcJq5+nv9nLX4jwe/3o3CrmclEg9CRatCOAIQogoFAoyYgxkxRpJj5aubZftKA+4/br9NTQ7wv+7ThAEobcSV8pBsP5ALVmxBjTBfNq+aRGYEiHeN4dFd3C4HawrW0e/iH7olfpOHSMrwolW4WFVce+cElGfPhFVaz2R+38KdVMwqU3My5rHh3s/ZE/dnlA3RwhAo1QQbQgcsIgyqAMmCRaEvkalkBF1eGqURilnRIqFYcmWthxJMUa1COgJQphKtPgmwj8iyqBG0duGYAuCIPQivW+IRJjzer2s21/D+MwgTnkp3wZlW2DkNUEbhbO+fD0Oj5Mh0YM7fQylXKpS9XOxjmuGNHVj63qGw5RAc0w28duXUNt/Rqibw8y0mfxY/CP/XPdPXpvzWvCTZgunTKdWcMu0fny/q9Lv+tvO6Nfjw8vrWxxUWu2s2C216cycWOLNWlweLyV1Nn7aW4VJq+KMATHEGbUYtP6/FkrrbWwvaWBnqZXBSWaGJJtJjuhcgFcQQBp9dfv0LHaVNzI02UzuoToUcjm/nj2AlXuqmDEwjsqGVmJMGp/cS4Ig9Ay3201hrY3NRQ3srWyUzv9JFq4Yl8pLK/f73eemqZnBr84qCILQh4mrom62v7qZykY7Q5KClc/DC3kLwJIM8Z0PsJxIk6OJ9eUbGBDRv9OjcI4YFutgwQ4zRVYlqebeN7S2LnMqKRvexFCxi+b4gSFti1Ku5IqcK3g672mWHVrGnIw5IW2P4F9Ogonbzujnc3F79YQ0Rp6ghHIw1DbbeW75Pl5fdbBt2WNf7eL92yby3+X7+GlvddtymQz+cdEw5o1IxHhcVZHd5Y1c+cpaapuPVkiLMqh555aJ5CSIcs9C5w1NtvDV9nKe+b59Hqlbp/XDolMx/YkfePrykcwaHI9eBHIEocftKG3k2tfX02A7OrU81qhh4U3j+c/lI7j//S0cm11z+oBYLhiRJKY/CoIgBJEYp9zNVhfUoJDLyIkPUhCnJE/Kh5M9i2BlC/6h+AcUMjmDY7oeJBoQ5UCj8LCyl06paoofjMMQQ8KWD0LdFACGxw5nZOxI/rXhX7Q4w7vSUV8VaVBz51nZLPv1GfzpvEE8eM5AvrlvGr+bk0N0Dz+ZzC9rbBfAAZiQGcWPe6rbBXAAvF54cMk2Shta2y2vbGzl9kW57QI4ALXNDm5flEtlY/vtBeFU5B6qY+kW3yqAL/+0n8ZWF8kROu59bzMVVnsIWicIfdvB6ibueDuvXQAHoKrJzr3vbmZMeiTLf3Mmj1w4hN+dncPSu6bw1GUjOpQ3TRAEQeg8EcTpZj/vraJ/nBGdOgj5cLweyH0TojIgJqf7jw8UWgvZUb2T4THDUcu7XsZVJYfB0Q5+KNTRK+ugyeTU9juDyAMrw6LcOMCVA6+kvrWeF7e8GOqmCAFYdCoGxJu4ZVo/bpueRU6CmYgeLovcbHfx0soCn+XzRiTxYW5RwP2W5BW3+3dNk4MD1c1+tz1Q3UxNk8PvOkE4mYoGG2+sOhBw/aK1h7jjzCy8Xvg+v6IHWyYIAkBdi5OSepvfdbsrGrHaXGTGGLhuUgZ3zchmeGpEjz+sEARB6ItEEKcbOd0eft5bzbBkS3Be4MCPULsf+s8Nyigcp9vJ1we/JlYXS7+Ift123JFxdooaVexv6J1D4RtSx+FWG0nc9E6omwJArD6W8/qdx1s732J37e5QN0cIUw6Xx2+AxahRUtccuOJa2XEjHlqd7hO+zsnWC0IgDreX2pbAQcDaFkfbFKoKqxjxJQg9rcUuzv+CIAjhSARxutHGg3U0O9zByXvhtkujcOKHQGR69x8f+KFoBY2ORsYnjEdG9wWJ+kc6Mao8fHewdyZB9SpU1GZNJ2b3MtTWwCU1e9I5meeQaEjkoVUP4fL0vlxDQvCZtErOyonzWb6zzMq4zMiA+509OL7dv6ONGlQK/+cDlUImnroKp8Tp9lDWYKO4rgWDWsGkftEBt52SHU1eYR0A0/rH9lQTBaHPqmtxUFLXQmm9DYfLTZxZQ6DUNhqlnMgeHmEqCIIgSEQQpxt9u7OCKIOajBhD9x98xxKw1cGAud1/bGBX7S7yKjczMm4kZk33JipVyKXROMsLdbg83XroHlOXPgm3Wk/SxgWhbgogJTm+YcgN7K7dzRvb3wh1c4QwpFTIuWxcKubjqk19sLGI26dnofBzZZ4apWPUcUHoGKOam6f6H5knVSARF/FCx5Q3tPL0d3s4+6mVTH18Bbcu3MhNU/uhU/lOP44yqDlnSCIL1hyif7xRJNAWhCBqdbrZXFjHjW9uYMrjK5j11I88/vVu9GoFV4xL87vPTVMziRbnf0EQhJAQQZxu4vV6+XpHGaPTIpB391SnpkrY+j6kTwFDTPceGyhvLufL/V+Sbk6jf0T/bj8+wNiEVhrsCtaW9s5kd16lhur+M4nZ+y26Gv8lNXtav4h+zM2cywtbXiC/Jj/UzRHCUEqEjo/vnMxZObHIZNIszIn9ook3aXj+qtEMT5GmfqoUMs4fnsi/5g9Hfty3gl6t5OZpmfz1giFtAZsYo5qHLxjMLdP6iYpBQodUN9q5551NPL+igEa7NHpw46F6Xv2pgPdum8jEflEAyGUwc2Aci26awL++2cVV49N464bxxItEqYIQNPllVn7xv9VsKqwHoMXh5rWfD3D7wlzuOLMfv5uTQ5RBOv/HmjT837zBXDU+rcdzvQmCIAgSmdfbK9PNdprVasVisdDQ0IDZ3H0VpDYV1nHxC6v583mDGJLUnTlxvPD9o1CVD1N+DaruvZCtsdWweNdi9Eo9M9LOQiEL3g3ZC5ssRGo9/HN6TdBeI6g8bjJ/fBK7OZHd854IWnWwU+HyuPj7ur+DF96f9z56Ve+csnZEsPpnX9fY6qS+RcqDo1Mp+N2HW9hd3shVE9LJPDxy8Mc9VSzdUsKzV4zi7CEJPsfweLxUNLbicHlQK+XEm7SihGwf0tW+eeQ70p+ZA+N49KIh2BwekIFBrcDp8SBHmq6n9TNSRxAESVf7Zl2Lgxvf3NAWwDne4psnMDYjkpJ6G06XF5VSRlqkDoVC9EtBEIRQESNxusknm0qIMqgZlNDNN54HfoKidTDw/G4P4JQ1lbE4fzEahYYzUs4IagAHYGJSK5srNRRae+mTe7mCyiEXYC7dQtS+5aFuDSBNq7pt+G1UtFTwl9V/oY/FZIUOMmlVpEbpSY3S4/R4WF1QQ2lDK08s281di/O4a3Ee728sotXp4avt/vM+yeUyEi060qMNJFp0IoAjnJK1+wMH77/fVYnD7SUrzkhWrJEEi47USAPJkXoRwBGEIGuxuwIGcABW7K5ErVSQGWNkQIKJzBijCOAIgiCEmAjidINWp5slm0qYkhXdvTc2tlpY+wIkDIX4od12WC9e8irypBE4KgNnpZ6FRhH85KTDY+2Y1W4+3B2EnEE9pDluINakEaSteh6lrS7UzQEgwZDADUNv4OuDX/P69tdD3RwhzMmRYdaqAq6PEYmKhSA4MhXDH7VCjlIEBQUhJOQyGXp14KCMSF4vCIIQfkQQpxt8tqUUa6uLswb6VoLpNK8bVj4JyGDwRd00dcdLkbWIt3e+zbeHviPTksmMtBk9EsABUMphakor3x/SU9Hce5/iVAy9CJnXQ+aKJyBMRr6MSxjH+f3O5+m8p/n6wNehbo4QxmJMGq6fHLjC3fzRyT3YGqGvmNgv2m8ybYALRyaJBKmCECLRRjVXjvefvBhg9nEVCwVBEITQE0GcLvJ4vLzy035Gp0WQaNF134HzFkH5Vhh+Kag7P3LF4/VQ2VLJ2rJ1vLn9TRbveocWVwsz0mYwNn4sClnPfgQmJtnQKb0s2tF7K424NSbKRlxGROE6Eja/F+rmtLko+yImJU7iwZ8fZGXxylA3RwhTCrmMS8emMi7Dt8z4n88bRHJEN57HBOGwOLOWZ68Y5VOuOCvWwH2zB6BT9dJptoLQy6mVCm6ZlsmQJN90AP+6ZDgJIqm4IAhC2BFXTV305fYy9lQ08fC8Id130L3LYNv7kHMORGefdHO3x02DvYEGh5VGhxWro4F6ewO1tlqqW2twup0o5QoSDYlMT51OkiGx+9p6ijQKmJnewtJ9BuZlNzMgyhmytnRFc/xgqvvPJGXda9gtydT1mxbqJiGXyblh6A3Y3XbuXXEvj017jLkZwSlJL/Ru8WYtL1w9moPVLXybX0GETsXZQxKIN2swnWCqlSB0lk6lYMbAWL7/zZks31VBeUMr0/rHMiDBJG4SBSHEEiw63vjlOAqqmli+q5IYo4bZg+OJN2sxaMStgiAIQrgR1am6wOZwM+upH4k3a/jdnIHd08CCFfDzU5AyDgZf6DONqtnZQmlTCeUt5VQ0V1Bjq8HqaMBz+K8oA3RKHQaVEZPaiEVjIVobRZQupsdH3QTi9sJzeRFoFF6emVnFCaZihzevh6S8xRjLt7NvzsM0pE8MdYsAqWLV69tfZ13ZOu4edTc3D7sZeZj87U9GVKcShPAk+qYghCfRNwVBEPoeEV7vgn9+lU9Vo53fnD2gG47mhW0fQe4bkDIWBl8AMhk2VyuF1kMctB6isPEQtYeT6eqUWiK1kSQaEhkQmYNRbcSg0qNX6sP+hl0hg0sGNPL8pghe2WLhrtENoW5S58jklI66gqTct+n/9V84NO1XVA06L+Slx5VyJTcPu5k4fRz/3fRfcity+evkv5Jg8C0bLQiCIAiCIAiCIPQeIojTSe+uL+StNYe4YXJG13PhtFTD6uegeAPefmdSmjiEA6VrONCwn/LmMjxeMKtNxBniGRQ1kBhdLHqlvnveSIgkm9xckN3Mkr1GonVurhjUFOomdY5cSemYa4jf8SkZK5/GVLKZwql34dL55hvp0WbJ5FyUfRHZEdm8sf0NLvjkAm4aehPXDL4Gg6r3VgcTBEEQBEEQBEHoy8R0qlPk9nh5aWUB//56N7MGx3PD5AxknR15YavFs/NT2LkUl1zOhuhkNribsLsdaBRq4vTxJBoSSTQm9PqgTSDfHtTx3SED52Q2c+tIKzpl7/04mko2Eb/9E2ReL+XD51M55AJc+tAGcwBanC0sLVjK8qLl6BQ6Lu5/MRdkXcCAyAGd/+wGiRgWLgjhSfRNQQhPom8KgiD0PSKI00GNrU6W76rkpR/3s7PMykUjk7l0bAryDt0Ee2lxtVDbVE5zVT6eih2YK3eTaK3AJZOxSathg06P0RBHvD6OBH0CUbooZITXDXawrC/TsHSfEaPKw4X9mzkj1UaiwR3qWUmdorA3E733OyIK1yHzuLEmj6QhbTxN8UOwRWXgUYUugWdtay3fHfqOVSWraHQ2kmhIZFLSJIbHDCcnKod0czomdWirhomLUUEIT6JvCkJ4En1TEASh7+lzQZyGhgYiIiIoKio66Zfdv7/bz8L1JT7LRySbyIrRU2uvZWPlRlrd9nbrFXgZb2slyeU+4fEdMhnVSiUyhRqlXElfrvhe7zaQZ/OfW+iBuHcYrS/o4RZ1jcbtIKu+BKPTdtJtlww4kw1J3Vjd7CRcXhd76/eyz7rvlPb74+g/cl76eSfdzmQydXqEz6n0T0EQTl1n+6fom4IQXKJvCkJ46sp1rSAES58L4hQXF5OamtqhbRNveA51XEa7Ze6Wo0l45Wo5co1vp5Z5weLxBBxH4z38I/hqQYsDdbtltyo/5nbVxyFqUdepvV6MJ/iLr1BpuNMc3YMtak+ukSPXnDyA2LCxgaLnik6+XReeBp5K/xQE4dR1tn+KvikIwVVZWUlsbOwp7yf6piAElxjlJoSjPhfE8Xg8lJaWdimqarVa3CQQKQABAABJREFUSU1NFU89OkH87jqvt/zuutK3uqN/dpfe8vvuKvE+Ty8ne5+d7Vvh1Dc7qi/8zU/393i6vz84+h7r6+uxWCynvH9n+mZf+L12lPhdHCV+F0cd+7tITk7uNd97Qt/R56pTyeVyUlJSuuVYZrO5z5/kOkv87jrvdP7ddWf/7C6n8+/7WOJ9nl66+32GY9/sqL7wNz/d3+Pp/v6ATt8kdqVv9oXfa0eJ38VR4ndxlNlsFgEcISz13SQsgiAIgiAIgiAIgiAIvYgI4giCIAiCIAiCIAiCIPQCIojTCRqNhr/85S9oNJpQN6XXEb+7zhO/u57VV37f4n2eXvrK++yIvvC7ON3f4+n+/iA077Ev/F47SvwujhK/i6PE70IId30usbEgCIIgCIIgCIIgCEJvJEbiCIIgCIIgCIIgCIIg9AIiiCMIgiAIgiAIgiAIgtALiCCOIAiCIAiCIAiCIAhCLyCCOIIgCIIgCIIgCIIgCL2ACOIIgiAIgiAIgiAIgiD0AiKIIwiCIAiCIAiCIAiC0AuETRDnscceQyaTcd999wXc5ocffkAmk/n87Nq1q+caKgiCIAiCIAiCIAiCEALKUDcAYMOGDbz88ssMHz68Q9vv3r0bs9nc9u/Y2NgOv5bX66WxsRGTyYRMJjvltgqCEDyifwpCeBJ9UxDCk+ibgiAIfU/IR+I0NTVx9dVX88orrxAZGdmhfeLi4khISGj7USgUHX69xsZGLBYLjY2NnW2yIAhBIvqnIIQn0TcFITyJvikIgtD3hDyIc9ddd3Heeecxa9asDu8zatQoEhMTmTlzJitWrDjhtna7HavV2u5HEITwIPqnIIQn0TcFITyJvikIgiCENIjz7rvvkpeXx2OPPdah7RMTE3n55Zf56KOP+Pjjj8nJyWHmzJmsXLky4D6PPfYYFoul7Sc1NbW7mi8IQheJ/ikI4Un0TUEIT6JvCoIgCDKv1+sNxQsXFRUxduxYli1bxogRIwA488wzGTlyJE8//XSHjzNv3jxkMhlLly71u95ut2O329v+bbVaSU1NpaGhoV1eHUEQep7on4IQnkTfFITwJPqmIAiCELLExrm5uVRWVjJmzJi2ZW63m5UrV/Lcc89ht9s7lOtm4sSJLFq0KOB6jUaDRqPpljYLgtC9RP8UhPAk+qYghCfRNwVBEISQBXFmzpzJtm3b2i274YYbGDhwIH/4wx86nKx406ZNJCYmBqOJgiAIgiAIgiAIgiAIYSNkQRyTycTQoUPbLTMYDERHR7ctf/DBBykpKWHBggUAPP3002RkZDBkyBAcDgeLFi3io48+4qOPPurx9gtQ3tBKYW0LB2ua6RdjIDVKT7xZG+pmCYIgCKeBqsZWSutb2VPZSJJFR2aMgUSLVpRRFoReoL7FQVWjnW0lDRg0SgYnmokzadCoOl5RVhAEQfAvZEGcjigrK6OwsLDt3w6Hg9/+9reUlJSg0+kYMmQIX3zxBeeee24IW9k3Hahu4trX1lNcZ2tblh6tZ8GN40mPNoSwZYIgCEJvV1Jv49YFG9lRerTyTrRBzcKbJjAo0SQCOYIQxqobW/nnV7v5MK+4bZlaIefZK0cyfUAsOnVY334IgiCEvZAlNg4Vq9WKxWIRCeC6oLrRzlWvrmVPRZPPuqHJZt66YTzRRjFfWzh1on8KQnjqyb7Z1OriNx9s5psdFT7rYo0alt49hcQIXVDbIAi9RTh+b7697hB/WrLdZ7lcBt/dP51+scYQtEoQBOH0EdIS40LvVN1k9xvAAdheYqWm2dHDLRIEQRBOFzXNdr7d6RvAAahqslNU19LDLRIEoaMqG1v53w8Fftd5vPDp5tIebpEgCMLpRwRxhFPW4nCfcL3tJOsFQQgPu2p3saJwBS1OcVMshI9WpxvPCcYIVzeKBwWCEK7cHi+VVnvA9YdqmnuwNYIgCKcnMSlVOGVRBjUyGfibiKeQy4jQq3q+UYIgnJL/5P6H17e/DkCaKY3X5rxGgiEhxK0SBDBqlBg1SprsLr/rM2NF3jVBCFc6lYLhqRY2Hqzzu35a/9gebpEgCMLpR4zEEU5ZtFHNL0Yl+1131bhUYkQ+HEEIa0sLlvL69te5bMBl/HXyX2l2NvPgTw/i8XpC3TRBIM6s4a6zsvyum5wVTbxZfMcIQriK0Kt58JyB+Ms9HmvUMLFfVM83ShAE4TQjgjjCKTNpVTxwzkBumdYPrUr6COnVCu46K4t7ZvXHoBEDvAQhXDU6Gvn3hn8zMXEiczPnkmpK5ZdDf8nGio2sKFoR6uYJAiqFgsvGpvLn8wZh1ikPL5Nx+dgUnrpsBFEGEcQRhHA2MMHMG78cR0rk0QTkk7Oiee+2iSRH6kPYMkEQhNODqE4ldJrD5aHS2orN6UanVhBn0qBWKkLdLKEXE/0z+F7Z+govbnmRx6Y9RqQ2sm354+sfR61Qs/i8xSFsnRCuQtE3XW4PFY12WuwutCoFMSY1OpV4SCAIxwrn781KaysNNicqhZxIgwqLTh3qJgmCIJwWxNWQ0GlqpZyUKPFERRB6C6fbyeJdi5mUNKldAAdgVvosnt/8PPvq9pEdmR2iFgrCUUqFnGRRSlwQeq04s5Y4szbUzRAEQTjtiOlUgiAIp7uGElg0H/eTA7iktICZqTN8NhkROwKTysRn+z8LQQMFQRAEQRAEQegIEcQRBEE4nTlaYNEvoGwL+zQ67qpvYOz+NT6bKeVKRsaN5PvC70PQSEEQBEEQBEEQOkIEcQRBEE5nq5+FmgJaznyAp3Ue8uNzSN7wJqrmGp9NR8aN5JD1EAcaDoSgoYIgCIIgCIIgnIwI4giCIJyuWhukIM7A89nsqMHtcdMy5CK8Mhlx2z/12Xxw9GCUciWrSlaFoLGCIAiCIAiCIJyMCOIIgiCcrjYtApcdhlxEXmUeyYYkDIZYrCljid31FXjc7TbXKDRkR2SzrmxdiBosCIIgCIIgCMKJiCCOIAjC6cjrhbwFkDYJp9bC9uodZEVmAdCQMgaVrQ5z6Waf3QZFDWJDxQZcHlcPN1gQBEEQBEEQhJMRQRzhhBpbnVRYW6lrdoS6KYIgnIrybVC1C7JmsKduN3a3nX4WKYjTGpGKQx9FxIHVPrvlROXQ7Gxmb93enm6xIABgc7qosLZS3WgPdVMEQTisvsVBhbUVq80Z6qYIgiD0ecpQN0AITy12F/uqmvjPt3vYXmolOULHPTP7Myo1gkiDOtTNEwThZPKXgtoISaPYsXcJRpWROH2ctE4mozluIBGFayn03g0yWdtuGeYMlDIlm6s2Myh6UIgaL/RFLreHwtoWXvihgJV7qjDrVNw8LZMZA+OIM2lD3TxB6JMabE62lzTw9Hd7OFjTQv84I/fPHkBOggmTVhXq5gmCIPRJYiSO4MPr9bJ2fw0XPr+KFburqGq0s7monhvf3MDCtQdptotpFoIQ9vI/g9TxIFeyrXobmZYMZMesboobiKaxAk1DSbvd1Ao16eZ0NlVu6tn2Cn3e/qpmznv2Zz7MLaay0c6+yiYe+GgbD3y0jeomMSpHEHqa3enmk00lXP3qOjYcrKOq0c7qghoueXENy/Mrcbk9oW6iIAhCnySCOIKPCmsrDy7Zhtfru+6Z7/dRIy6mBSG81R2SplKljKfBYaW4qZh0c0a7TWxR/fDKZJjKtvrs3i+iH1urfJcLQrA0tjr5x5f52Jxun3XLd1VSVNsSglYJQt9W2WjnH1/m+1330NLtVIgpj4IgCCEhgjiCj/oWJxVW/1/Mbo+XgqrmHm6RIAinZN+3IFdA0ih21+4CIM2U1m4Tj0pLqyUFU6lvsCbTnElJUwn1rfU90VpBwNrq4se9VQHXL9tR0YOtEQQBoLKxFbvL/2gbq80l8iUKgiCEiAjiCD4UctkJ16uV4mMjCGGtYAXEDgS1gV21u4jWRmNSG302s0VmYCrf5rM805IJwI6aHUFvqiAAyACVPPB3i1YlvncEoacpT9AnAeSyE18vCoIgCMEhrooEH5EGNdlxvjd8ADqVgvRofQ+3SBCEDvO44cBPkDACgF21u0k1pfrd1BaZhqaxAqWtvt3yOH0cBpVBBHGEHhNpUHHByKSA6+cOTejB1giCABBr0mDR+U9enGTREi0KXQiCIISECOIIPmKMGv5z+Uj0akW75TIZPHXZCOJMmhC1TBCEkyrfCvYGSByB1dFIWXMZKaYUv5u2RqYDYKjc1W65TCYjzZTGrtpd/nYThG6nUym5d2Z/Ei2+VajuOjObeD/LBUEIrjiThmevHIXyuBHaGqWcZ64YJfqlIAhCiIgS44JfgxPNfHXvNJZuLmXDwVqy4oxcOT6NlEgdaqXi5AcQBCE0Dv4MSg3EDGBvtTRVKjVAEMepi8SlMWKo3E1D+sR261JNqeTX+k9oKQjBkBql58PbJ/PTviq+2lZOlEHNdZPSyYwxEKETT/wFoacpFXImZkbxzX1n8P7GIvLLrIxIjWD+6BSSI3Whbp4gCEKfJYI4fUh5Qyv55Va+31lBnFnDucOSSLRoMWh8PwYKuYz0aAN3z8im1eVGLZejUIiBW4IQ9g7+LOXDUajYV78Xi9qMWW32v61MRqs5GX31Xp9VqaZUlh1aRrOzGYPKEORGC4IkOVLHFePSuGhkEo2tLjYcqOWDjcVkxxmZOSiORItWPEgQhCCosLayq8zKtzsriDFqOG94IokWLUatiqw4I7+fOxCH241GoUB+ktyJgiAIQnCJIE4fUVpv49rX1lNQ1dS27Klv9/LP+cOYNzzJbyAHpGkVOpX4mAhCr+DxQOEayDkPgL31e0kyBs4zAmC3JPstM55mlqpZ7anbw6i4Ud3fVkE4gdL6Vi57aQ3VTUer3zz2VT6v/3IcEzOjUYkE+4LQbUrrbdzw5np2lx+9Rnz6+7387aKhXDQyCaNWhUIuQycX14OCIAjhQFwF9QGtTjfPLd/XLoBzxAMfbaPC2hqCVgmC0O2qd0NrA8QPxuFxcshaSLIx+YS7tFqSUDdXo7Q1tFueaEhEIVOwt853lI4gBFNds4Pffbi1XQAHwOn2cvvCXP6fvbOOj/rI//9z3S3uQAjB3aECpe7uLXW/9tq7q7fX3t23vd/1qndXd3d3AwoUd5cQ92xk3ff3x5KEZXdDAkmAZJ6PRx5tZj4yJJmdmde85/2qs4sxSyDoLrz+IC/+VhQl4LRy/+cbqbF5D0KrBAKBQNARQsTpBzQ6fXyyuiJh/bxtdb3YGoFA0GOULQWJDFKGUmYrJRAK7FPE8RoikTqaxuKocrlUToYuQ4g4gl6n2eVjVWlT3DqnL0ix1dXLLRII+i6NLh8frEg8R/xpc20vtkYgEAgEnUGIOP2AYCiMNxBKWN/s8vdiawQCQY9RvhySBoFCQ1HzLhRSOana1A5v8emSCUnlMSIOQLY+W4g4gl7HF0w8XgHY3WLMEgi6i1AojNsfTFjf5BSROAKBQHCoIUScfoBOJWdMjilh/dGFHS/yBALBYUL5MkgZCsCu5iIydBnIJPtIAiuV4TNkoLXuiqnK1mezvXk74XC4J1orEMTFpFGQqlclrC/MMPRiawSCvo1OJWfSQEvC+mOGpfdiawQCgUDQGYSI0w9I0il56LSRyOK4CUwaYGFAsvYgtEogEHQrrkZoLIo4UwE7W4rI1GV26lavIT1hJI7dZ8fqsXZrUwWCjkgzqHngtBFx6y6YnEtKBwKPQCDoGmatkgdPHRF3jjgu10x+mnAnFAgEgkMNIeL0E0ZkGfnsphlMHWRBIonsdN42Zwj/u2QCqQb1wW6eQCA4UCpXRf6bOpQWXwuNnkYydR07U7Xi1aejaSqDvSJuWp2tdjXHRukIBD2FVCphdmEqb141heGZkaibdKOKv50+kr+cMBSTRnGQWygQ9C2Gphv4/KaZTM9PQiIBo0bOLbMLeP7SCaSJOaJAIBAcchwyXoGPPvoo9957L7fddhtPPfVUwusWLFjAHXfcwaZNm8jKyuLOO+/khhtu6L2GHqaoFTLG5Jh54bJJuHxBpBIJKXolcln36XhWhxer04fN7ceiU5KiU2LSKrvt+QKBoAMqV4HKBIZMihsiluGZ+oxO3eozpCPzu1C4rPh1KW3lqZpU5FI5RS1FTMmc0iPNFvRPgqEwdTYP9Q4vgWCYVKOKVL0KtSJy/M+gUXBUYSojs4x4AyFkUglpBhUSSWy0gEAgODBUChmjc0w8f9lEnN4gUgmk6FVtc8RGp5cGR2R+Z9YqSdErMYv5nUAgEBw0DgkRZ8WKFbz44ouMGTOmw+uKi4s5+eSTufbaa3n77bdZvHgxN910E6mpqZxzzjm91NrDG7NWibkHTk+VN7q46Z3VbKhstyk+Zlgqj5w1mgyTpvtfKBAIoqlYASlDQCKhuGUXeoUOozJxLqw98erTAFA3lUWJODKpjAxtBkXNRT3SZEH/xBcIsrKkiVveW0OjM2IjrpJLuefkYZw5LjtqcZgsjk4JBL2GSaNk7ylbRZOLW99fw+rS5rayIwpSeOzcMWSaxfxOIBAIDgYH/TiVw+Hgkksu4aWXXsJiSZxYDeD5558nLy+Pp556iuHDh3PNNddw1VVX8e9//7uXWiuIR4Pdy3VvrYwScAB+3VrPP77Zgt0jnEQEgh4lHIbK1RERByhuKSZdm05nYxb82qSIQ1VTaUxdpj5TiDiCbqWy2c3c15a3CTgA3kCIh77cHDOOCASCg0ej08sf3osWcAAW7Wzgvs83YhNOcQKBQHBQOOgizs0338wpp5zCscceu89rlyxZwvHHHx9VdsIJJ7By5Ur8/vgDidfrxWazRX0Jupc6h5ct1fa4dd9uqMbq8MWtEwhE/+wmmkvB3QgphYQJU9JSSoauc0epgIhDlS4FdXNFTFWGNoMSW0n3tVVwWNBTfTMcDvPp6kr8wfiOZ4//uJ0mpxgzBIJE9Oa42eDwsaasOW7dr1vraHAI+3GBQCA4GBxUEef9999n9erVPProo526vqamhvT0aKvD9PR0AoEADQ0Nce959NFHMZlMbV+5ubkH3G5BNA32xIN4KAxOX6AXWyM4nBD9s5toTWqcUkijuxG73941EQfw61JRt5THlGfqMmlwN2D3xRdqBX2Tnuqb/mCYTVWJF50lVifeQLBb3iUQ9EV6c9xscXUcaePwivmdQCAQHAwOmohTXl7Obbfdxttvv41a3fnM93snNQzvdlNJlOzwnnvuoaWlpe2rvDx2kSI4MNKNiXMWyKQS9KpDIvWS4BBE9M9uonI16DNAbaLEFjkSla7tmojj06eibooj4ugjNuUlLSUH3EzB4UNP9U2lXMq43MS5moak6duSGwsEglh6c9y06BInL5ZIwKgWTnECgUBwMDhoq+tVq1ZRV1fHxIkT28qCwSC//fYb//3vf/F6vchk0RO5jIwMampqosrq6uqQy+UkJyfHfY9KpUKlEokRe5IUvYpxuSbWlsfmMjhrfDYpIjGlIAGif3YTlashpQCAElsJBoUBg1LfpUf4dCmonPVI/R5CinZhPV0biX4sthUzOnV097VZcEjTk33z9LHZ/G9eEd5AKKbuT8cPFa43AkEH9Oa4maxTMmNwMr8XWWPqThqVQbJe9FWBQCA4GBy0SJw5c+awYcMG1q5d2/Y1adIkLrnkEtauXRsj4ABMnz6dn376Karsxx9/ZNKkSSgUYjfgYJGsV/G/SyYyY3C7kCaVwJnjs/jLCUPRiUgcgaDnCAWhei0kR0ScUlspabrULj/Gp4/co7JVRZWr5WqS1EkiEkfQbWSbNbx77VSyTO1ioUEl59/njmFEpvEgtkwgEOyJRafk3+eNZfbQ9jFFIoGTR2fw4KkjMYhIHIFAIDgoHLTVtcFgYNSoUVFlOp2O5OTktvJ77rmHyspK3nzzTQBuuOEG/vvf/3LHHXdw7bXXsmTJEl555RXee++9Xm9/X6W80YU3EEIulZBpUqPqZFh7tlnDs5dMwOr04fAEMGoUpOpV6NVCwBEIepSGHeB3QfKQSFJjWwmjU7oeMePbbS2ubqnEnZwfVZeuTafUFutcJRDsDwq5lIkDkvjspplYnT4gjEmjIBQGm8ePVAp6VeLFoS8QpMHhIxAKo1XISDGIaD6BoKfIMmt46sJxWB0+7J4ARrWcFIOqUwJOTYsbpy+IVALJOhVGjRB9BAKBoDs4pFfY1dXVlJWVtX0/aNAgvv32W26//Xb+97//kZWVxTPPPMM555xzEFvZN6izeVhR0sS/f9xGcYMTo1rOxVPzuHTaAHIs2k49w6xVijB4gaC3qVoT+W9yAc3eFuw+O+natC4/JqjUE5SrUbVUxdSl69Ipbik+0JYKBFGkm9Qk65UU1Tu5+9MNLNzRgEwq4fgR6dx14jAGpuhi7qlp8fDqol28vawMly/IkDQ9D542gvG5ZvQiKkAg6BFMGiUmTefndw6Pn201dv7xzRbWlDejlEk5eUwmf5wzJG6/FggEAkHXOKREnPnz50d9//rrr8dcc/TRR7N69ereaVA/IRQK8duOev780fq2MpsnwPMLdrG1xs6jZ48m06Q5iC0UCAQJqVoDphxQ6iitXwdERJcuI5FEbMZb4tuML6laQigcQirZ9ylcXyDEzjoHKoWU/BRdwsTzAkF5k5uznl2MyxdxpAqGwny3sYblxY18ccvMqE2EBruXP7y3mhUlTW1lO+ocXPbKcl6/cjKzhnZdvBQIBN1PUb2TC15cSiAUMR/xBUN8vqaSNWVNvHnVFAYkCyFHIBAIDoSDajEuODQob3Lzr++3xa2bv62eBoevl1skEAg6TdVqSBoMQJmtFI1cjVGZ2P2nI/y6FFQtlTHl6bp0vEEvtc7aDu8PhcK8uqiYqY/8zMnPLGTO4ws48amFrCtv3q/2CPo23kCQVxbuahNw9sTq9PHdxhpCuxeBABXNrigBZ08e/mozdXZPj7VVIBB0jnq7h8d+2NYm4OxJqdXFWjEeCAQCwQEjRBwBdk+AOrs3Yf2Giubea4xAIOg8wQDUrIfkIQCU2ctI06azv3EvPm0yaluc41S7HapK7Ynz4ngDQW55bzV/+3ozE/IsPHTaSO48YSiBUIgLXlzC8uLG/WyVoK9icwf4bUdDwvqfNtfi9AXavl+ZQMABKG5w4vTGikECgaB3cfmCrChJ/Hn/y5a6XmyNQCAQ9E2EiCNAJZfS0WmHZJ1IGikQHJLUb4WAF1IiIk6prZQ0TdedqVrx65JROK1IgtHRdymaFKQSKWW2srj3hUJh/vThOn7aXMsdxxVyzZH5DM0wMD7PwgOnjmBwqp4b31lFfQdisaD/oZBJMGsT57FJ1ilRytqnKcn6xGORQiZBIRXH9gSCg40EMHWQwDhF2JILBALBASNEHAFJOiVHD4m/8NMqZRRm6Hu5RQKBoFNUrQGJFJLycQVcNLitpO1PPpzd+LVJSAijstVElculclI1qQlFnP/N28k366u5ZfYQJg9MiqpTyWXcMruAQDDMw19t2u+2CfoeZq2S648anLD+qiMGRTkkThxgQSGLL9ScMS6bZINYHAoEB5tss4ZLp+UlrD9nQk4vtkYgEAj6JkLEEZCsV/HgaSPIS4p2oVLJpTx/6UQyDOqD1DKBQNAhVavBlAsKDeX2SELitP1wpmql1WZcFedIVao2Na7N+PLiRp74aTtnT8hmyqCkmHqILNYvmpLL1+urWdlBmL2g/zE1P4mzxmXFlN94dD4FqdEbCOkGFc9fOhH5XhE3hel6bj+uEI3ikPJqEAj6JTKZlLMn5DAtznjwwKnDSTeK6G6BQCA4UMSMp48TDAapt/tQKmQk6RLvUuan6nn76ilsq7WzoqSJXIuGmQUpZJrUaJSJ/0x8gRBufxCNQopSLkt4nSAWb8CLN+hFK9cil8X+jD0BD76gD51Ch0wqfraCOFSuhuQCAMrt5cikMpLV8YWUzhBQGwlJ5ahs1TF16dp0djXviipz+QLc8eFaCjMMnD2+493VI4ek8t3GGp7+ZQdvXT11v9so6Fuk6FU8cNpIrjkqn1+21CGXSjh2RDrpRjUmjQJ/MITbF0SlkCKRSBifZ2bRXbPZWefA6Q2SbVaTalSTboxsNtg9fiQS0KuE3Xh/wx/04w64UcvVKGXx5ztOv5NwOIxeKSKMu4ovEMLjD6JRSlHIouckzS4fgWCIJJ0SqVRKjkXL4+ePpdnlo7TRhVImY1CKDrNW0eGxSMHBIxwO4/A7kEvkaBSdd6R1B9wEggF0Sl2n3CsFAkH3IEScPkxxg5NvN1Tz69Y6DCo5l04bwNAMA7l7Rdy0kpesIy9Zx3EjMvb5bLcvQFmji9cXl7Ct1s7wTCNzZwxkQJI2KvxdEIvD56DMVsabm9+kwlHB+LTxnFt4Ltn6bORSOS2eFna27OTNTW9i9Vg5IvsITs0/lWx9trBqFrQT8ELtJph0FQAV9nJS1SnIJAfQ/yRS/NqkhCLObxW/EQwF20TFp3/ZQZ3Ny/87ZyjSfeQjkUoknD42i//8upONlS2Myt4/By1B3yNJpyRJp2RkVvvfRCAYorjByXvLSlHKpcwoSOHT1ZXsqncwIsvIaWOyWLqrDrNWwdkTc6hucbOkyMoHK8qRSiVcNm0AEwdY2sQdQd/FF/RR6ajk/a3vs8m6iUGmQVw6/FJyDbloFZH5Tr2rnnX163h/6/sEwgHOLDiT6ZnTST+A46f9Bdfu+d5ri4rZUedgZJaJy2cMIM+ipcHhZVOVjbeXluLyBTluRDonjsrYbSEuYUVJE1+vr0anknHVzEGYtOJz/1Ck2lHNL2W/8EPJD+gVei4dcSnDkoaRrElOeE+jp5Htjdt5a8tb2Lw25uTN4fiBx5Olj42sFAgE3Y8kHA7HegD2YWw2GyaTiZaWFoxG48FuTo9RVO/g4peWUmuLTiR61vgs7jhuaEIhpzMEgiEWbK/n2jdXsqeDpEwq4bUrJnNEQco+F3T9FU/Awze7vuGhJQ9FlatkKl474TUGGAfw5uY3eWH9C1H1RqWRt056i3xzfi+2tvfpL/2zW6hcDS/NhpMeg7Th/G3J39Ar9Zw86OQDemzOspfxayzsPOnvUeXr69fz1Oqn+PGcH8nUZ7KzzsEJT/3GORNyOGt8dqeeHQyFuf2DNcwelsa/zh17QO0U9C693TfXlTdz/gtLmDDAwqmjM7n/i43sOVuRSyU8cf5YnltQxO3HFvLkT9vZUmOPesbUQUk8c9F4IeT0cVbWrOTan64lEGp3MpMg4bGjH2N27mxavC3cu+hellYvjbqvwFzAc8c+R4Zu3xtXhzI92TcDwRC/bq3j+rdXxfS/V6+YzOKd9bzwW3HUPXkWDW9cPYVLXlpGVYsnqu7McVk8cOoIEY1zCFFpr2Tu93OpddVGlZ8++HT+NPFPJGlio3ubPc08s+YZPtr+UVR5iiaFN096k1xDbo+2WSAQiJw4fZJml49n5+2MEXAAPltTRY3NE+euzlNr93L7h2ujBByILNDu+HAttQf4/L5Mg7uBfyz7R0y5N+jlwd8fpNZVGyPgANh8Nh5b8Rh2rz2mTtBPqVoNUhkk5RMMh6h0VJKq2f98OK10FIkDERtzgH98s5kUvZJTRmd2+tkyqYRZQ9P4cl0VNo//gNsq6Js02L386aN1eAMhLps2gEe+3cLe202BUJhHvt3KrccMYUu1LUbAAVhW3Mjq0sS25ILDnzpXHfcsuidKwAEIE+bBxQ/S4G5go3VjjIADsLN5Jz+U/EAoHOqt5h521No8/OnDdXH7358/WkdBmiHmntE5Zl76bVeMgAPw+doqSq2unmquoIt4A15e3fhqjIAD8GXRl1Q6KuPeV+WsihFwIDLHfX7d87gD7m5vq0AgiEaIOH2QJpefr9fHLsJa+WpdbNLSrtBg92JzB+LXOXxYnb64dQLY1bIrZrLZikwiY0nVkoT3Lq5aTIuvpaeaJjjcqFoD5oEgV1HrqsUX8pOq3X978Vb82iRU9hr2nrUna5IjNuP2MpbusjJ/Wz0XTMpDKe/aMDJraBq+QIhvOviMEvRvmt1+dtY5kEslhMJhnL5g3OtqbB4sWiXfbayJWw/w1tJSnN74n7mCw58mTxM1zvi/f1fARY2zho+3fZzw/k+2f0KTRwh9iai3e7En6D91di/GOFbis4am8tW6xJ/vH68q77b2CQ6MZm8zX+36KmH9l0Vfxi3/oeSHhPd8V/wdLV4xVxUIehoh4vRJwjG7JnsSDB7YCbowHd/fz07odYlgOP5iBEAqkXa4I7ivn7ugn1G5qi2pcYU9MinuDhHHp01GFvAg90RPwuRSOSmaFEpbynjsh23kp+qYlt/1JMpJOiWjskx8vib+Dp9AEDWG7ONjL0yY4N5hoXsQCnc8HgoOb/Y1LgbDwQ6v2Vd9f6eDrgXEaP1AJP9ZqINOFzjAOaige+lozh4MxZ+zJioHCIVDok8JBL3AAYk4dXV1bNy4kfXr10d9CQ4uRrWC40YkPlZx6tjOH3+IR6pehU4ZP3mqSSOcBzqiwFSQMPGsJ+hhWta0hPdOSp+EQRkbuizoh/icUL8NUgoBqHBUYFAY0Mn3P9dVK35tRJhR2WN3t1M1qawpdbKqtIlzJ+Tsd6LtGQUpLCtupKpZhFwLYjFpFOQlaQmEwijlUtSK+FOVFL0S5+5kqom4cHIuerXwcOirWFQWktXxk6+qZCqydFmcPvj0hPefNvg0LCpLTzXvsCfNqEKTwKzColXg8ccu5n8vauCEkYnzDJ0zsWMnQ0HvYVQZOX7g8QnrTx18atzyju6ZkzcHo1LkNBQIepr9EnFWrVrFqFGjyMzMZMyYMYwbN47x48e3/VdwcEnWq/jjsYWY4oS5zh6aSrblwBZ6qUYV/zhrdNy6R84aTZpBiDiJSNYkc+uEW2PK5RI5D0x7gExdJucXnh9Tr5FruGfKPZhUwtlBAFSvg3CoTcQpt1WQ0oGLRFfwayILGqUtVsRJ06axbnsW+ak6xuWa9/sdkwdaUMgkfN/BMRhB/yXNqOZf545BLpXw/opy/nhsYcw1Egn85YRh/PfXnUwaaCEvTrL+EZkGpuWn9EaTBQeJVG0qf5v5NyTECsp3T7mbFE0KE9ImMCJ5REx9li6LMwaf0ea2J4glzaDi72eMjCmXSOD/zhrNuvLYo2i/F1m5aXYBSbpYm/dZQ1MZnCrs3Q8VNHIN14+5HrPKHFN3dM7RDDAOiHtfjiGH4wYcF1NuUBj4w/g/oFPourupAoFgL/bLnWrMmDEUFBRw1113kZ6eHrMbO2BA/E5/KNBf3G+CwSAlVjfvLCtlwfZ69LstxqflJ5GbdOAfrnaPn6J6J//9dQdF9U4K0/XcMruA/FQ9OpXY9eyIFm8L2xq38dKGl6h2VjM6eTRXj76aXGMuKpmKRk8j6+vX88qGV2j2NjMtcxqXjri0zYK8L9Nf+ucB8/t/4Ne/w0UfglTGX377C/mmwczOndUtjx/y/QNUTbiEmvEXRpW/teY3vlwwjD8eO4Spgw5MNPrX91tRyKR8eMP0A3qOoHfo7b7p9Qcpsbp4Z1kJ43LMpBrUvLK4mFKri6HpBi6emsevW+sIhEJce0Q+cpmUr9dX8cnqCmRSCRdPyeO4EelkmDQ93lbBwcXtd1NqL+Xl9S+ztWkreYY8rh1zLQXmgrbo1VpnLb9V/MYH2z4gEA5wWv5pnDzoZDL1BxaZfCjQ033T7onkqHp9cQk2j58knZIrZw4iP0VHo9PHop0NvLu8DKc3wDHD0rloSi75qXrKG128v6KM7zfWoFPJuWrmIGYMTiZNuMUdUoTDYSodlXy8/WN+LfsVrULL5SMuZ0rGFFK0iUXwBncDq2pX8camN3D4HBydezTnDz2fHP3+R+kKBILOs18ijsFgYM2aNRQUFPREm3qU/rRIbHT6cHkD2DwBZFKwaJUYNQrUu0NjG+xeqprdrK9sId2oYkiaAZcvwOqyZrJMaoZmGMgwaZB1YBfu9AZw+4JolDIh3nQRh8+BN+hFq9CikccuNGxeG/6QH4PSgFIWu6PVF+lP/fOA+HAuWHfCif/EHfRw0883ccqgkxmVMqpbHj9wwZPYcsZTetQfo8of/LSErVV+/nfRVCxq8wG9Y97WOl5auIvl9x1LqojeO+Q5GH2z1OqkstnN5iobuUlaCtMNGNUyNAo5gVAYXzCEQS1HJY+MaaFQmCaXD4lEEjcKQNC3cflduANu1DI1OmX8zaomTxPhcBiTytRnInB6o2+WWp0UN0S+CtL0DEjSkZfcHv1W0+ImGAqToleh2j3HbHL5aHH5qLV5kcukZJnVWLTKtjmo4NAiEAzQ4mtBLpFjUnc+6rvF20IgFMCoNKKQxZ4AEAgEPcN+rbrnzJnDunXrDksRp79Qb/dw/+cb+WFTu22gQibhmQvHM2toKs1uP7e8u4ZVe9ivapUy/nXuGD5bU8mq0iYMKjlvXTOV0dmmhEKOTiUX4s1+olfq0ZM4rNioEiKGIAEVKyBnCgCV9gqge5Iat+LXWlDtdZyq0RFkW7kGuXkNVk/+AYs4EwZYYCHM31bHeZNyD+hZgr5HcYOD695cxY46R1uZSaPg9SsnMybbiFYWO+5IpRKRk60fo1Vo0So6Pi5uUYv8N11lS5WNua8tp87ubSvLsWh4/crJbRbje0e81du9/O2rTXy1hwuhXCrhiQvGcezwNLRKMW881JDL5CTvx7FsccxfIDg47FdOnJdffplXX32Vhx9+mE8++YQvv/wy6ktwcAmFwny+pipKwAHwB8Pc/O5qrA4f//11Z5SAA+DyBfnzR+u4/qh8AOzeAJe/uowam6fX2i4QCPaBvRZslZA6FIgkNZZKJCSruy/3h19jQblXYuNfNnqQyyTIdNupc9Ud8DtMGgUF6Xp+3XrgzxL0LWptHh7+cnOUgAPQ4vZzzRsrKWsUCbEFgt6gvNHFje+sihJwACqa3Nz+wTqq4ySnD4fDfLexOkrAAQiEwtz2/hqqm8WcUiAQCA6U/ZLCf//9dxYtWsR3330XUyeRSAgGE1vPCXqeOoeXFxfuilsXCkOd3cvHqyri1nv8IapaPGSbNVQ2u7G5A+yqd5BtFnkFBIJDgsqVkf/uTmpcaa8kSZWEvBuPBvi1SZjLlkX8YyUSgqEwv2x0MypHSYVMRZ2rvlveMz7Xwjfrq/AFQijlB2SWKOhDtLj9LNgR/2/M6vRR0exmkEiOKhD0OI0uHyVWV9y6DZUtNLl8ZJpjo3BeWBB/DhoOwxdrq7jj+Nhk5QKBQCDoPPs1a7711lu57LLLqK6uJhQKRX0JAefgEwqFaXB4E9Z7/EG8gVDC+gaHN8rZqt6e+FkCgaCXqVgB2mTQRY5PldsrSNZ0rwOPX2NBGvQhdzcDsL7Mh9URYsIgJWa1mTp390TPjMs14/QFWV0W63Ai6L94fEE6ytYnxiSBoHdweAId1rt8sXP+YCjcYR8ta3QecLsEAoGgv7NfIo7VauX2228nPT29u9sj6AY0ClmH9r8GtZwsU2J3gKHpBsob23deCtMN3dk8gUBwIJSviBylkkgIE6bSUUGqpvvy4UAkJw6AaveRqvmbPaQZpWRbZJhUJuqctR3d3mkGJGsxaRT8tr17InsEfQO9Wo6hg1xrQ9JEFI5A0BukGlQkMhpSyCRYtLGJbDVKGePzzAmfOWtoWje1TiAQCPov+yXinH322cybN6+72yLoJiw6JfeePDxuXZZJTYZJzd0J6odnGrB7/Ni9kd2XKQOTyOxA8BEIBL1IMABVqyAlkg/H5rPh8DtJ7cAGdH/wa5OAiIjj8oZYUeRldJ4SiUSCWWmhvpuOU0klEkZlm5i/TYg4gnYyjGpumDU4bt3MwclYhPOUQNArJOmUnD42K27dJVMHxHUWNGuV3H3SsLjiT7pRxZRBSd3dTIFAIOh37FdOnMLCQu655x4WLVrE6NGjUSiilfhbb721Wxon2H9GZBp546opPPjFRkqtLqQSOGZYGg+cOoJUg5qjC1N5+sJxPPrtVmpsHhQyCSePzuScCTnc8u5qlDIp50zI5tZjhwi3D4HgUKF2A/jdkDYCgIpWZ6pujsQJKTQE5WqU9lpWFHnxB2F0bmThbFabsPsduANuNPIDz5U1NsfEs/OLsDq84rNGAIBWJeeMcVko5VKem19Eo9OHSi7l7AnZ3DirgBxLxw5EAoGge0jRq7jzhKGkGVS8u6wMpy+IUS3nipkDuXBSHkZNfEF1aIaBt6+eygOfb2RXgxOJBGYVpvLX00aSJXIsCgQCwQGzXyLOyy+/jF6vZ8GCBSxYsCCqTiKRCBHnAGhweGl2+giGI+4t6UYVkkSxrHsRDoepsXlocfuRS6WMyzHz0Q3TsXsCu8NelRjUEcHNpFFw+tgspg5KwukLopRJSdIpsXn8fHbzTJQyKakGFWpF9yVLPZzxB/3Uu+tx+Byo5CqS1EkYlOKYmaCXKV8OUgUkR6IUKuyVKKRyTAdo9x0PvzYJlb2WJWVecpNlmLWRwE2zKvKuBnc9uYa8A37PyKyIPenvRVZOS7DjKzi8cXoDNDi8uH1BdCp5h2NLMBSm1ubB4Qlw5rgs5gxLw+MPopLLSNErMWlFFE5/xOq20uxtJhwOY1QZSdOKIzm9RbZFy02zBnPB5Fy8/hBqhYxUvRJjB31Rq5QzsyCF96+fFpmDSiVYdO1zUIEgHi3eFpo8TfiCPgwqA6maVORSYUcvEMRjv3pGcXFxd7ej3xMMhdlSbeOOD9eyvTZiq5phVPPI2aOZlp+EVtnxr8rhDbB4ZwP3f76xLaHc8EwDT5w/jmEZhrhCkEQiIcMUvSOi6yAPQX+l0dPIJ9s/4aUNL+EOuJEg4cjsI7lv2n1k6cWiU9CLlC2F5AKQRSbPVc5KkjUpSOmc0NsV/BozvpYm1pX6mDOq/Uhlq4hT5+oeESdJpyTHomHxzgYh4vRBalrc/PO7rXy1vppgKIxKLuWSqXncOGswqYboo7otbj8/bKrhkW+30OzyAzBhgJl/nzuWfOFG1S8JhAJssW7hvkX3UWyLzD2zdFk8NOMhJqRNQCUX0Xs9TUWji3//uI2v11cTCIUjkdoTs7lldgHZ+4iKSzOoSRP7XYJOUG4v56+//5UVNSsAMCqN3DLuFk4adBLmHtioEggOd7qcE8dmsxEKxTobhUIhbDZbtzSqP1LR5OL8F5a0CTgANTYPV7+xgp11jg7ujLC12sb1b62KcgTYUm3ngheWUNHk7pE29wcCoQBfFn3JM2uewR2I/BzDhPmt8jf+8OsfaHA3HOQWCvoN4TCU/g7pI9qKyu0VpGiSe+R1AY2FpVYLgRAMz27fcdUqtCilym7LiwMwKsvEwh2iL/U1mlw+7v5kA5+vrSIYithNeQMhXl1cwn9+3YnLF+18s2yXlTs/Xt8m4ACsLm3mwheXUtUsxrH+SKWjkit/uLJNwAGoclZx4883UmovPYgt6x/U2Tw89NUmPl9bRWB3H/YFQ7y3vJwnftpOk9N3kFso6AvUOmu55odr2gQciOT8e2T5IyyqWnQQWyYQHLp0ScT57LPPmDRpEh6PJ6bO4/EwefJkvvrqq25rXH8hHA7z1bqquFaN4TA89dN27B5/nDsjNLt8/OuHrXHrbJ4AP2/pHieZ/ki9q56X1r8Ut25703aqHFW93CJBv6W5DBw1kBoRccKEqXJUkdLN+XBa8WstLLAPItPcfpQKQIIEs9pEfTfZjAOMzDZS2eyOcsUTHP5YHV7mJ3Aee295GQ17bDrU2z3887v441id3cu6iuaeaKLgECYQCvDp9k/xBmPtqoPhIC+tfwmXX3xm9CRNLj8/b4n/Wf/52iqszsRW4gJBZ9nZvJMqZ/z59NOrn6bO1X3zDYGgr9AlEee5557jzjvvRKuNDZ/UarXcdddd/Pe//+22xvUXvIEgy4sbE9ZvqLLh8sYKPK24/UE2V9kT1i/dZSUQJ3pKsG9cARc2X+IIs6Lmol5sjaBfU/p75L+7I3Gs7ka8QS8pmu51pmrFrUpifnA0Q9PCMXVmlZnabpxUDc8wIpXA70UiGqcvUdMSu+HTij8YxuZpj8TxBULsanAmvH5VSVO3tk1w6OMJeFhTvyZh/UbrRlwBIeL0JA2OxCJNMBSOipoTCPaXjQ0bE9bVOGvwBoRYKBDsTZdEnI0bNzJr1qyE9UcddRQbNmw40Db1OxQyGYNSdAnrs0xqlPLEvyqFTEqWObENeEGaHrl0v9zk+z1qmRqFNHEiPpETR9BrlC4GyyBQRRIMVDoqAUjtIRFnrS8XOzpGmmOPc5pVFhrc3XecSqeSMyhFx+9F1m57puDgsy8rcJ2yPbmxTColRZ/4+vzUxGOkoG+ilCnJ6yDvVpYuC5VM5MTpSYyajhMR60UeRUE3MMA4IGGdQWFAIRMJsQWCvenSyr6pqYlAIJCw3u/309Qkdsu6ikwq4eKpeSQyobp1zpAOJ8MpehW3zRmS8Nlnj8/pjmb2S5I1yZw++PS4dUnqpA4HHoGgWylZ1GYtDlDhqEAlU2FQGnvkdUttGZhwMEAeGyVoVplocFsJhhNHCHaVEZlGfi+yEg7HRv4IDk9SDSoGJxBfjipMJWkPS/k0g4rrjx4c91qVXMoRBT0jVgoOXZQyJZeOuDRh/XVjrhMukT1MklbBsIz4P+Mpg5KwaMXiWnDgjE4ZjVYeP0n2pSMu7bGIY4HgcKZLIs7AgQNZuXJlwvqVK1cyYIBY1O4PuUla/nvReNSK9l+JVAJ/nDOECXmWfd4/fXAKNxyVj3QPIUijkPHCZRPJtmgS3yjoELVczU3jbmJG1oyo8lRNKi8d9xLp2vSD1DJBv6KlEpqKIXNMW1EkH05yD/hSRVhZb2CUtASVO1aYN6vMhMIhmjyJj4F2lRFZRurt3g6P1AgOL9IMal6ZO5mBydGT8zE5Jh49azSmPXb5pVIJZ43L5ryJ0ZsORrWcN6+eQqZJjGP9kVxDLv93xP+hlLZvZMkkMm6feDvDkoYdxJb1D7ItWv578YQYMXZEppF/nTOGdNEvBd1Aui6dl45/qc39spWTBp7E+YXnC5txgSAOXeoVZ599Nvfddx/HHXcc6enRi9eamhruv/9+Lr008a7J3jz33HM899xzlJSUADBy5EgefPBBTjrppLjXz58/n9mzZ8eUb9myhWHDDu/BXKuUc9yIdH6+42iKG5z4AyEGp+lJ1qs6Fa6apFNy8zEFzJ0xELvXjxQJZq0CuVRCbYsHqRSyzRrc/hB2jx+ZVEqqYd9hyDa3H5cviFIuIUnXP8OW07Rp/PPIf2J1Wymzl5GkTiJTl0m6Tgg4gl6iZGHkv+mj2ooq7BUkq3tmd6rFK2Vns4JZ6hrk7tidVtPuiVa9u77bEisPTY/kxVm6y8pgYSfdZxiYouOD66dT0+Kh1uYh26Ih3agmRR89nri8fpy+ADcfU8CdJxRSY/OilEsxquWABIfXD14J3kAItUKKWdvxUS1B30Cn0HH8gOOZmDaRUlspgXCAQaZBJKuT0So6trcWdA8FaXrevXYaTk+AQCiMQi5Bq5C1CTiBQIgqm5twGCxa5T6PYO2LcDhMvcNLKBTGqFagFUe2+jxyqZyRySP58LQPqbJXYfPZGGAcQLImGZPKdLCbJxAcknTpk/Huu+/miy++YMiQIVx66aUMHToUiUTCli1beOedd8jNzeXuu+/u9PNycnL45z//SUFBAQBvvPEGZ5xxBmvWrGHkyJEJ79u2bRtGY/sRgtTUnnFn6W2Uchk5Fi05lq5PTAKBELU2D8/NL2Letno0ChnnTszhtLFZ3PLOKgrS9Vw1M5+XF+7i911WzBoF1xyZz/Ej0kkzxubTcXoDbKux89gPW9lcbSfbrOG2Y4cweaClX4o5FrUFi9pCgaXgYDdF0B8p/g0s+aCOTGaC4RDVzioKzD3z97i+XkkYCcO0jShcsYtlk8qIFAl1rnqGJ3XPOzVKGYNT9SwpsnLJVBHR2ZdIN6pJjzPOtFLc4ODlhcX8sKkGmVTCmeOyOX9SLrU2Nw9/tZnpg5PJNmt4bXEJZY0uCtP1/OWEoQzLNGJUi+McfR21XE22IZtsQ/bBbkq/pKrJzYaqFv43byelVhcFaXpumzOEcBj8oTCfr63kgxXlOL0Bji5M5abZBQxK1qHoIJdjImptHn7YVMPLC4uxefwcWZDCbccOYWCyDrlM5Hbsy8ikMjJ1mWTqMg92UwSCw4IuiTgGg4HFixdzzz338MEHH7Tlv7FYLFx66aU88sgjGAydP5982mmnRX3/f//3fzz33HMsXbq0QxEnLS0Ns9nclab3eUqsTs5+7vcot4+nf9nBz1tqeez8cdTZPFz00lK8gYhLVbPLz/2fb+TXrXU8du4YkvfYFQ2Hw/y+s4Fr31rVVtbi9nP9W6u4ZXYBN84ajE7sjAgEvUM4DLvmQc7ktqIGdwP+UKDHkhqvq1ORqglg1EqRu2KPU8kkMgwqI/XdbPs5PNPI70UNhMNhJImShAn6FMUNDs5/fin1e7jgvPDbLn7cXMuzl0wgSafE4w9xx4fr2upXlDRx/gtLefKCcZw+JhOZWNwJBD1Cs9PL5+sq+df329rKVpU2cfmry/nsphk8/NUm1pa3tNV9vraKn7fU8cmNMxiaIJdOIhrsXv784ToW7mx3KfxqfTU/bq7li1tmMiyjZ/K/CQQCweFIl2c+JpOJZ599loaGBmpra6mpqaGhoYFnn332gISVYDDI+++/j9PpZPr06R1eO378eDIzM5kzZw7z5s3b73f2FWxuH/+bXxQl4LSyqcpGeaOLedvq2gScPfl1ax0VTe6oshqbh3s/j2/39+z8nR1aTgoEgm7GWgS2Ksgc11bU6kyV3GMijpJBZj9BlQFFnJw4EEluXO/uXkvw4ZlGGhw+kRenn+DxB3l3WXmUgNNKcYOTFSWNXD59AC/9tivu/Q99uYlauxiPBIKewur08/TPO2LK040qiuqdUQJOKw5vgGd+2UGzy9eld5VYnVECTiveQIhHvt2KzS3szAUCgaCV/Q6nkEgk3XKMacOGDUyfPh2Px4Ner+ezzz5jxIgRca/NzMzkxRdfZOLEiXi9Xt566y3mzJnD/PnzOeqoo+Le4/V68XrbJ3k2m+2A23yo0ejy8+vWxDviX62rYuqgxGceftlSy9hcc9v3LS4/9QkmxqEwFNU7GJAs7F4FB05/6J8HTNEvIJVD+ui2oipHJRq5Gr2y+3PHNHuklNsVzMz2EJDokfmcSII+wrLoY1VmpZk6V223vntoukHkxTlE6I2+WW/38tPmmoT1P2yqYUCyFl8wdgMCIhGijU4fWWaRXFXQf+jNcbPO7om7ATgu18LCHfUJ7/t1ax0tbn+Xclf9uDnxeLJwRz12T+CA8+0IBAJBX2G/YpBra2u57LLLyMrKQi6XI5PJor66wtChQ1m7di1Lly7lxhtvZO7cuWzevDnhtddeey0TJkxg+vTpPPvss5xyyin8+9//Tvj8Rx99FJPJ1PaVm5vbpfYdDkiJWLAmQquU4QsktgLWq6O1PJm042MMakXXfscCQSL6Q/88YHb+AmkjQdGeU6TSUUmyOqVHnKk2WSOT7kFmPwFVJBxe4W6Ouc6kNlPvTjyJ3x9a8+Is3dV9rleC/aM3+qZU0vF4opJLUezjqJRcJo7dCfoXvTluJup/gVAIlTxx39UoZV0en3TKxM9TyqSIE7YCgUDQzn6JOFdccQWrV6/mgQce4OOPP+bTTz+N+uoKSqWSgoICJk2axKOPPsrYsWN5+umnO33/tGnT2LEjNtSzlXvuuYeWlpa2r/Ly8i6173Agw6jm3L1sWffk3Ik5lDa6EtYfMyzaZcmiVTI0Pf5ZZq1SRl6ScIQQdA/9oX8eEH4PlPwGWeOjiisdlaRoknvklZsalFjUQcyqEEF15HNA7o4VVcwqMy6/G6ff0a3vH5ZhYOkuK+FwuFufK+gavdE3sy1aLpiceAF6/qRc3L5glBX5nuQlaUkSLlWCfkZvjpvJeiUWbWz/W1pk5djhaQnvO3t8dlzTjI44cVTihLZnj88mSSf6ukAgELSyX8epFi1axMKFCxk3blw3NyeSVHfPMNF9sWbNGjIzE3/wq1QqVKq+7aakVMi4cEouv2ypY1utParuvIk5+IIhThiZybyt9VS1eKLq7zphKGnG6J9PikHFkxeM4/wXluDwtufZkUrg6QvHk9YJa3KBoDP0h/55QJQuBr8bcia1FQXDIWqcNRRahvbIKzc1KBlgjOQeCCh1gARFnOTG5t22n/WuenSm7jv6NCLLyFfrqylucJIvjlQdNHqrbx47PJ2v11Wzqiz6b+z4Eemk6lX8/ZstPHT6SP7y0ToCoXZhT6OQ8cxF47u8UBQIDnd6c9zMMml44oJxXPfmSvzB9v4XDIfJtWi5bNoA3lpaGnXP4FQ9l00f0OWo7QyTij8eO4Sn9srBk2PRcPMxBSIKXCAQCPZgv0Sc3NzcbtklvffeeznppJPIzc3Fbrfz/vvvM3/+fL7//nsgsttQWVnJm2++CcBTTz3FwIEDGTlyJD6fj7fffptPPvmETz755IDbcriTl6Tjpcsnsra8ma/XV6NRyrhwci5JOiU/b6nDpJHz5lVT2F5rp9jqRC2XMS0/mZwkTVyL1mEZBr677Ui+31jD0mIrBWl6zpuYQ7ZFi7KDEFqBQNCN7PgRdKlgbrfcrnfV4Q8FSOmBpMbeIOxsUnDa4N2JhSVSgipd3ONUZpU50h53PQNNg7qtDYW78+IsK24UIk4/IDdJy1MXjmNztY1PV1eikEo4b3Iumbs3F26eNRidWs4XN8/k2w3VbK21MzHPwiljMskWuXAEgh5FpZAxKc/MN7ceydJdDdg9QcwaOVPzk8kyqbl59mBOG5vJe8vLcXgDnDw6k4l5ZvL2I2+iSaPkihkDOWZYGu8sK8Pq8HLqmCymDEoSea8EAoFgL/ZLxHnqqae4++67eeGFFxg4cOB+v7w1t051dTUmk4kxY8bw/fffc9xxxwFQXV1NWVlZ2/U+n48///nPVFZWotFoGDlyJN988w0nn3zyfrfhUKLJ6aO8ycUnqytx+wKcOS6bgnQ9aYbITmNlk4sSq4sv1lYikUg4a3w2eUnatsFNIpGQY9FwybQ8lDIJmSYVO+tc7Kp3kKRTMS43RIZJzS9b60gzqFHIpEj3OGRc0uBk6S4rS4qs5CRpOGNsNhdPzWPujIEoZJIDs/z1OSMOOxs+hqZiGHI85E0DU+QYmN1np9pZzddFX9PgaeDYvGPJN+XzZdGX1LnqOHHgiRQmFZKmTRy+KxD0KcJh2PZtxFp8j77X6kzVE/biO5uUBMMS8oztLiABlSGuzbharkYtU1HXzXlxtEo5+Sk6lhRZuWhKXrc+W3BokpukJTdJy+yhqTi8fjZU2Ph1Wz1zhqVRa/eyYn01g1J0XDgll5oWD1anj0anjw9XlDMiy8j4PAsKmZRdDQ4+W12JXCrhnIk55CVrSdaJSL8oWiqgbGlEILYMgtHngDEHlN13THrv8fyEAScwPGk4UomUHc07+HbXt+iVek4bfBrZ+mxMu6P6BIcmoXAYqQSc3iA7au2MyTEhkUiQhiM5rcwaOedOzCYUBqNajmp3xExZo4ut1Ta+21iDQS3nnAnZZJo0HUbPmbVKzFolo7JMBMPhfebE6tO4GqGpBNa+CwEPjDkfUoaCIX2ftx5s6l31FDUX8c2ub9AqtJw++PS2vl7lrGJp1VJW1q6k0FLInLw5ZOgyUMrEcTmBoCtIwp0MqbFYLFGLeKfTSSAQQKvVolBER3I0Nh66SSltNhsmk4mWlhaMRuPBbk4bjU4vT/28gzeXRIelTstP4ukLx+MPhnjg843M2xa9YDppVAb3nzKCUDjMze+uZn1FCzKphBcvm8i/vt8Wc7zqhqPzcftDvPF7CQB/P2MkZ03IoarZzSUvLYuyepVK4D8XjefowlT0caJ1Oo3fDdu/h4+vjCxMWzFmwRXf4tCn8umOT3ls5WNRtw0yDeIvk/7Crb/eSiAcYETyCJ6Z/QzpukN/ABPsH4dq/zwo1G6G56bDnIeijlN9WfQV35d8xx/G39rtiY0/2a7j9Q1GHp5ppXXunLzjZ6TBAGVH3BJz/Rub36TQUsgVI6/o1na8s6yU5cWNLLt3zoGJx4Juozf6ZqnVyVWvr0AhlfLv88dy+avLaXS22xTLpRL+e/F4lhRZ+XR1JU9dOI6HvtrEX44fyqerK5m/PXp8PGdCNvecPJwUvRByAGjcBa+fEtlQaUUigXNeg6EnguLAox3sPjufbP+Ex1c9HlVeYC7g3qn3ct2P1xEItx/TvmrUVVw58krMavMBv7u/0pN90+Pxs6ayhSteWxHlUqVXyXnr6ilIwmHOfG5J1D1jsoz895IJ3PjOajZVRTtn3Xh0PlfMGEi6SUTWdIizAeY9AitfiS4feBSc8xIYMg5OuzpBnauOv8z/C6vrV0eVXzb8Ms4fej6XfHsJNl/734VCquC5Y59jYvpE5NL9Nk0WCPodne4tTz31VA82Q1BU74wRcACW7mpkY0UzLZ5AjIAD8N3GGq6YPoBlJY2sr2gBYM6wNOZtq48RcACeX7CLl+dO4r1lZfiCIR74YhNHFaby4BcbowQciNiJ3/HhOr677cgDE3EctfDJNdECDkQmkt/fQ+1Jf48RcACKW4r5uexnjsk7hh9Lf2SzdTOf7viU68Zch0wqjnQJ+jhbvwGFFjLHRhVXOapI0fSMM9U2q5JsQ4A9Nz8DSgPaxl1xrzcpTdS7ujcSB2BEppGv11dTYnUxKKXrYfmCww+XN8DzC4ooqnfyxpWTeeDzjVECDkAgFOb2D9bxyY3TeWNJKf/3zRb+OGcI9Q5vjIAD8MnqSs4Yl81Rham99c84dPHY4Lu7ogUciIzLn14Df1gFloEH/Jo6V12MgAOws3kn3xV/x6zcWfxc9nNb+asbX+W4AccJEecQpdru5db31sbYjDu8Af74wVpev3JyzD1HDU3l3eVlMQIOwHMLdnHiqAwh4uyLhu2xAg5EjA62fQuTrur9NnWCUDjE98Xfxwg4AG9teYuJ6RMJhaP/lvwhP3fMv4OPT/+YTF3iHKcCgSCaTos4c+fO7cl29Gv8wRBvLSlJWC+VSXl7aVnC+nqnj/eWt7sTnDAyg4e+3JTw+kU7Gpg00MLvRVYArA5vQktfbyDE5mrbgeWmqFwNoUD8Om8LP5f+HL8O+K74Ox6a/hA/lv4IwAfbPuCcwnPEsSpB32fLl5A9EWTRAmqFo4JUTc8sSrc0KhiW5I8qC6r0KDw2CIdAEh3ablab2Nm0s9vbMTQjkhdnSZFViDj9hHq7l8/WRI4KWnRK1pQ3x73O7Q9S0eQm26JmV4OTnCQtr3+9JeFzX11czOSBSWg6sC/uF7issPOn+HWhAFR0j4jzQ8kPCeu+3vU1D057MErEAfho+0eMTB4pou4OQRpdvpgNvlZKrS5s7ti53Zzh6VzzxsqEz/x4VQVjcy3d1sY+R8AHy15MXL/0ORh2KugPvXlwo7uR97a+l7D+p9KfmJk1kx9Koz8nbD4b1Y5qIeIIBF1gvw6bymQy6urqYsqtVisyWT+fKO0HoVA47kDYikwiwelNXC+VSHD62utVcikufzDh9U5vICrLvy/Y8Yk6u8ffYf0+8cTuxrQhU2HzxUYMteIOuKPCK51+p7AeFvR9mkqgZj0MmBFVHAwHqXXV9oi9eLNXSr1LTq5hLxFHbYBwCLmnJeYes8pMk7eJYDjx59P+0JoXZ+kua7c+V3DoEgI8/sgO7Z4uVPFweAMYdkeHBoNhXL7Ef38OT4BAKJSwvt8QCsRGw+6Jt4NxugvYOniOJ+BBIYuN6m3xtsTszgsODfaOwNkbfzC2XiaVRDmb7k1H810BEA523B99zsimyiFIiBCugCthvTPgRCWPf7zVHXT3VLMEgj7Jfok4iRbRXq8XpVIkpuoqKoWM08dlJax3efwcMyzxzrtMCkcPaa9fW9HMjMGJF3nT8pPZUNm+ILNoFeRYEoe2jjvQHZPc2HDbNrw2ZuUenbB6csZkNls3t31/ZPaRGJSGA2uPQHCos/kLkCkhe1JUcZ2rjkAoQHKPJDWOLK5yDNET7MDu/hbfZtxCKBzG6u5+sWV4ppElu6xCtO0naJUypgxKAiIbF6mGxHlshmUY2Flrx6CSEwZmDE7cH04bm4VeJfIsoDJC8uDE9blTuuU1x+Qdk7BuSsYUNjXERgmfmn+qOCJ9iBIxwYgfIaVTykjSxc75d9U7OHJI4j550uhDN5/LIYFCA6PPTVxfeBJoDs1IJqPSyJHZRyasn545nfX162PKpRIpeQZhZCAQdIUuiTjPPPMMzzzzDBKJhJdffrnt+2eeeYYnn3ySm2++mWHDhvVUW/s00/KTGZAc6w5hUMkZlmXi/Mm5JMcZLNONKoZlGLnlmAK0u8PFP1pZwVUzB6GSx/56R2UbCYTC1Nsj4bHT85NIM6i5/5Thcdt1+tgskrQHKMwZMmHk2bHlEgkc8wCDzIMZlzouploulTN3xFw+2/kZAGqZmpvH34xW0X0uGgLBIcnGTyLJjPdKNFrliOSz6Alnqh1NCjTyEEnq6B2+gCpylFLhjj1yad7tKlPnio3MPFBGZJmot3vZ1eDs9mcLDj3SjWruOWkYCpmEt5eWcO9J8ecS50/KYVe9k0AIbpo9mBcXFHHciHQs2tgIjyyTmmOHp4tjOhBxtDn5iSinuzZGnBkZp7uBQaZBjE0ZG1OukCqYO3Iun+/8PKo835TP6JTR3fJuQfdjVMm5/qj8uHW3H1cYN7rryZ93cMdxQ1ErYuegwzMNjMgUbmT7ZNBREfe4vVGbYMbNkCCa5WCjlqu5Zsw1aOWx8/SBxoGMSxtHia0kpm7uiLkkqZN6oYUCQd+hS9tTTz75JBCJxHn++eejjk4plUoGDhzI888/370t7CdkmTW8e+00Xl9czAcryvEGQpw4KoM/zhlCXpIWqVTChzdM59l5O/l2Qw1SCZw6JpMbZg1mQLIOrz/ApzfO4Mmft7N4p5W3l5bw9tVTeX5BEQt3NKBXy7lkah4zBidz0zurSTWouGrGQM6emINFp2TKoCTevWYq//5xGxsqW0g3qrnqiEGcODKDdFNiO8hOoU2Ck/4JedPh96cjiY6zJ8Fxf4f0EaQodTw+63E+2/EZ7219jxZfC9Myp3Ht6Gt5fdPr2H125uTN4Q/j/8AA44Du+YELBIcqjbugeh0cfVdMVaWjCo1cg1bR/XlitjcqyNEHYtZ4YZmCoEIT12bcoDQilUipdzV0e3uGphuQSSUsKbIy+EBycgkOGwrT9Xx640z+/cNWgqEwb1w5mSd+2s6mKhuZZjXXHpHP6BwTD3y2kSfOH0tRvQNvMESaXsmnN83g2XlFfL2+GplUwlkTsrn+qHyyO4gy7XfkToKrfoKfHoDKlaBLg5m3wcizIuN0N5CqTeWJ2U/w6Y5PeW/re9h9dqZnTee28behlquZnDGZ+eXzUcvVnFt4LhcNu0g4Th7CpJnUXDA5l/xUPf+bV0StzU2ORcttc4YwKtuIXCbl5tkFvLusFKc3yOxhafz5+EKyzWo+vXEGT/y0nd+2N6BTyThvUi6XThtAXpLYiNsnphyY+1Uk/83atyHgheGnw6y7wDzwYLeuQ3L1ubx/6vs8u/ZZfi37FbVczdlDzubi4Rejl+t58bgXeXLVk+xo2kGWPosbx97IjOwZ6HpgXiMQ9GU6bTG+J7Nnz+bTTz/FYjk0w/k64lC3MPYFgjQ6/YTDYUwaBdq9wsDtHn+bY0eyXole1b776PIFqLV5qGr2oJRLyTCqkUnD2D1BJBIJFp0CpVSKyxdEKpGQYlAhk0av2Gpa3HgDIaQSCbndPdCGwxEBJxSMRBjsNWkMhoJYPVZC4RBamQa/301zwE4oHEYn12BWGtB20sHC4XXQ4GmgxlmDTCojTZtGhiYDleLQ3L0QRDjU+2evsOAxWPQ4nP8WyKMF1OfXvUCVs5KLh13c7a+97Os0RqT4ODk/9jx7xvpPcCcNombc+TF1L254iSkZU7hg6AXd3qa/frmRIWkG/nfJhG5/tqBr9FbfdHj81Nm9VDW70SrlJOmUyKQRt0S9So7DG0CCBIfPT6PDR6ZJQ5pRhUGtwO0P0OyK5HRK1qlQxolGFQDuJvC5QCoDfXokOsdeA4468DRHonJ0qaAx7/cr9hzP9Qo9emVEiHX6ndh9dkLhEO6Am2pHNQaVgWR1MjmGnLb7w+Ewda466t31uP1uMvQZJKmTxEIvDr3RNxscXmpaPDQ6faTolWSa1Fh0kflUIBiiweEjTBiDWh41L210erF7Ikd0M4xqVLvzMTY6vTQ4fDTYvSTplaToVaToxfwsimAAnPWRPgmgNIAuOSZCt6dp8jRh9Vixuq0kqZNIVieTpNm36Ovyu7DvznmZpE6KyofV5GnCG/SikCpI3p3jLxQKUemoxOqx4vA5yNRnYlFZOvUugaA/sl8HxefNm9fd7RDsRimXkWFKfDbcoFa0JXTckyaXj3eXlvHUL9vx705UbNIoePj0kXy6uoLfdjSQrFPywmUTGZdrRi6LP7nN6EnbR4kEDInPQreKLX6/m3V1a7h94V00e5sBkEvkXDvici4adhEWfcfnqetd9XxX/B1Pr34aXygieOkUOh6e8TDTMqdhUolQXsEhSjgM6z+A3GkxAg7sdqbSdr8zlc0rod4tJ0sfPyFhUKlH7o6NxIFWm/HuP04FMCLTxG876gmFwkil4khMX8fq8PLs/J28triE1tzGqXoVL82dxKgsIzKphHq7l6teX0FViweIDCvnTsjhzhOHkWpQoTGJ/Df7RGOJzqnRsB3evSASBdjK8DPg5H91OGZ3ROt4vjc6hQ6b18Z/Vv+Hb4q/IUzkF52py+SpWU8xLGkYIUJstm7m1l9vxeqJ5NuSSqRcMvwSrhl9jTh20cuUN7q46Z1VbKhsT7Y7ZaCFpy4cT5ZZg1wmJSNBxHaSTkWSLlqcqWp2c9v7a1hR0j6mjM428tylE8mxiCgdAPxu2LUAPr22PcmxTAnH/Q3GXthrOXGqHdXctfAu1tStaSsblTyKx2c9TpY+cS5PAK1CmzD9gUUd3f5AKMAW6xZun387ta5aACRIOH3w6dw87mYy9cK1SiDYm07Pdu64445OP/SJJ57Yr8YI9p+VJY089uO2qLIWt5+/fLyOly6fxKKdDVidPi55eRk/3X4UecmH7m5WtbOK6369BX+o3SUnEA7w3KZXGWwezAkFp3d4/46mHTy28rGoMqffyZ2/3ckHp34gRBzBoUvVGrDugPGXxlS1OlONSIqfv+pA2NUSEYaz9PFd7QJqAypbZdw6s9pMbQ+JOCOzjHy+tpLtdXaGZfTTyKx+Qjgc5ruNNbyyqCSqvN7h5eKXlvLDH49CJpVw4UtL26JtIvfBR6sqyLZouHl2AYoEGxSCBNiq4M0zYe/+veWLiIXx8f8AxQEeqd4Dr9/LB9s+4Ovir6PKq53VXP/z9bxz8jvIJDKu+fEa3IF2t5pQOMRbm99ioHEg5xWeJ/Ic9RJWh5db3lsdJeAALC9p4u5PN/Cfi8Zh0nQ+b2Kzy8ddn6yPEnAANlTauOXd1bwydzLJIiIHmsvg/YuiXaiCPvj+bkgbDvmzerwJLd4WHlj8QJSAA7DRupE7f7uT/xzznxgxZn+pdFRyw883YPO1/52FCfNF0Rfk6HO4avRVKGXCOEcg2JNOz3bWrFkT9fXyyy/zwgsvMH/+fObPn8+LL77IK6+8wtq1a3uwuYJ4NDq8PPnTjrh1/mCYRTsbmJofCVf0BkLM21bfm83rMj+X/BAl4OzJsxtfwWqvSniv1WXl5Y0vx60LhUN8sPUDvH5vt7RTIOh21n8Q2WHLHBdTVduDzlRFzQoU0jApmgQijkqPwt0CxJ6+tajMNLjr49YdKIXpBhQyCYt3Cqvxvk6d3ct/fo0/jrl8QZbsslJmdUYJOHvy6qLitoT9gi7QVBIr4LSy5s3IEehupMZdwwfbPohb1+xtZlvjNrY1bosScPbkxfUvUu8+tOcwfQmrw8e68pa4db9tr8fq8HXteU4fC3fEz6G2trwFq7Nrz+uTBIOw6vXENuLz/wnu5h5vRqOnkWU1y+LWratfR6Mn1uxgf9lQvyFKwNmTt7e+TY2zptveJRD0FTodibPnEaonnngCg8HAG2+80ZYXp6mpiSuvvJIjj0xsLSfoGbzBEGWN8Y9BQCQUNm0Pu9Yt1fE/KA8VtrTsSlhXYa8gEA4krHcH3VTYKxLWl9hKcAVdIjeO4NAj6If1H8KgWZFcFXtR5YgstFJ6QMTZ1awgUx8g0YmlgNKAJOhH5nUQVBmi6kwqM96gjxafDZOye6PclHIphekGFu9s4Ooj4jh1CPoMgWCIWltiEWZ7jR2dMvGUxeYJ4A0kWPQIEtNcmrgu4AV/4rnF/uAP+nH4HQnri23FpGsTJzquddUSCCWeAwi6lxZPfNG0FYe3a78Lh6fj61vcHb+vXxD0Qt2WxPVNJRBwA+YebYbT37EzpMOXuB93lV0dzPtbvC0JN3YFgv7MfsUdP/744zz66KNRiY0tFgv/+Mc/ePzxx7utcYLOoVHIGJKe2L2lIM1AeWP7rtaEAYd2QuoJSSMT1g02D0Ypic0J1IpOrqPAXJCwfnjScPQK4XQjOATZ8SO4G2HwMXGrKx2VaOWJz5gfCDubFGToEk+ug+qIcKOI41Bl2Z1svN7VM7vjo7JMLNtlJRAUC/S+jEIuJTcpcU62sblm0oyJxfdknTKupbFgHyQlHi9R6kHZvUevlTIlFlXiOchQy1AsysT1uYZcFNLEcwBB92LRJj7CIpUQN0djRxg1irgu9515X79Bro44uCYibQT0QoJvg9KAhMS/LKOq+444D09OfEw8VZOKUir+LgSCvdmvGY/NZqO2NjbEtq6uDrvdfsCNEnQNs1bJnScMi1unVcqYNMDC6rLI4suokTNjcHJvNq/LHJk7K6EDxW1jb8RiSJzgzKKxcN2Y6+IOPAqpgnMKz4nKkC8QHDKsfQeSCyApfsRJlaOKFE1yB1Oq/cMfggq7nCxd/KNUAIHd0TdyV2z4tFlpBuix5Majso04fUHWVTT3yPMFhwZpBnXCccyiVTAhz0KORUNWggSqf5gzhHRD9+Vu6TeYcyGlMH7d9JthH0YCXSVTl8kVo65IWJdvyqcgqQCzyhz3mlvH39ojyd0F8UnWKTlySPzoz1PHZJHaxfw1KXolp46OP4c7ujCVFL1YrCOVwriLQJ7gZzv7HlD3fI64JHUSx+YdG7fuqJyjujXB+FDLUFI18fv1NaOvIVuf3W3vEgj6Cvsl4px11llceeWVfPzxx1RUVFBRUcHHH3/M1Vdfzdlnn93dbRR0glFZRp44fyxGTXu4+YBkLU9fOI4nf94OwOBUPR9cN51sc+/aE3aVLEMurx33IgONA9vKDAoDD0+5l9HJiaN0WhloHMj/O+r/RQ0wmbpMnjv2ObJ0HWfTFwgOCo562P4DDJ6T8JIKe0WP5MOpsMsJhiVk6BNH4oRkSkIyJco4DlVKmRKdQkddD4k4g1L06JQykRenH3BEQQoPnjoCnbL9OOHQdAMfXD+dbIuGTJOGd6+dxpic9mN7KrmUPx47hNPGZAoHs/3BkAGXfAx5M9rLZEqYdjNMvgbk3buoVsgUnDzwZK4edTUqWfsidWTySJ479jlyjblk6bN47cTXoqJqtXItd02+i2mZ07q1PYKOseiU/OvcMZwwMr0tgkYqgTPHZ3HfKcPRq7vmBmdQK7j/lBGcOT6r7fiuRAInjEznn+eMxiwicSKY8uDyr8A8oL1MmwTnvQGp3W9uEA+D0sDdU+7m5EEnI5VElosSJBybdywPTnuwW01C8ox5vHjciwzfw7hBLVNzw9gbOCbvGKRSEWUpEOyNJBwOdzkbpcvl4s9//jOvvvoqfn/knKJcLufqq6/mscceQ6c7dJ2PbDYbJpOJlpYWjMbedztx+wNYHT6CoTA6lZyUvXYxHF4/zU4/oXAYg0ZBKBSi2RUgDBjUctKNiXcag8EQlc1umlx+5FIJFp2yzZJVKZeSpFWSYujFXDBBfyQpYtAHcg0Yu2YR2GCrpMnXTCDkx6KyoFMYsPlaCIdD6BV65EodLd4WwoQxKA1RA4o/4KfaVU2ztxmZRIZJZcKgNGDz2ZBKpFhUFjxBD06/E5lEhlllRut1gM8BUgVoU0AZLXbVuerwBDwopApSNCkioqcHONj986Cx5H/w018jE7Q4O2yBcIAbfr6RY3JnMyFtQre++tdSDf9abuGhmVY08sTDQca6j3CmDaVudKxQ/86Wd8g15nHt6Gu7tW2tPPFTxHnvoxtm7ONKQU/RE32zdbwLAzIpuH0hNAop3mCIFpcfpVxKsk5JuklDMBii1u7FHwwhlUTSaNvcAcwaBalGFSp5bB4pQQLsNZFcN1JFxIFKrgJHA7jqwO8BbTIQjiRWVRpAH7tDXu+qxx1wI5fKSdGkoJQp8Qf9NLgb8If8qOXquBbjrTh9TupcdbT4WlDL1ZiUJjL1mZFneBrwB/1tC0d3wI1GriFdmy7G3Tj0xrjZaPfQ4PLj8AQwqOWk6VWYdPsvuDi8fhrsPuzeAHqVnBS9sstHsw477LXgd0b3O9hrrqwGQyZtipm9BpxWCAcj/dKQETdn3p4EAz7qndX4Qn5UUiWp+iyksn2LbY2exug58e6j206fE6vHisPvQK/Qk6ROQq/cd1qCKkcV7oAbqUSKQWEgRbvvTagaRw3Nvma8AS9mlZkUbUrCyHyBoL/TNQl9N1qtlmeffZbHHnuMoqIiwuEwBQUFh7R4cyhQ2eTiiZ+28+W6KvzBMMMyDDx8+khG55jQKuWUNDh55Nst/LylllAYJuSZ+eOxhfxv3k6WFTcydVAS958ygsJ0HSpF9K/OFwiyudrGg19sYn1FCzKphBNGpnPXicMYlX0QLLXtNbDsBVjxEnjtYMqBOQ9BwZzIbkInSDFmk0IkhLKsuYh/Lvkr8yp/IxQOMTZlLDeOu5FXNr7CipoVTEqfxD1T7iHfnI9cKkchV5BnzCOPPHxBH9ubtvPnBX9mk3UTMomM2bmzuXj4xdy36D7qXfWcMOA4/pB/JtkfzI1k/R9zIcy6C0w52Lw2llYv5YlVT1DpqEQj13DB0Au4bMRlHU5SBYJOEQ7Dmrchb2rCEOk6Zz3BULBHkhqXtMixqIMdCjgAQZUeRZzjVBCxGa9zda+LzZ6Myjbx1pJSHLsn/ILDn1Krk0e/20qdzcPNswt4bn4RmSY1x41I57/zdrK91oFSJuWMcVn84ZgCftpSyzO/7KTF7SfVoOKPc4Zw4ugMknUiSX2ncbdAyUL48X5oKgaFFibMhWk3wqo3YdPHcPK/4ff/wNavIovL9FFw8mMRxzylFrvPzsralTy24jHK7eVo5BrOKzyPi4dfzEfbPuK9re/hCrjI1GXyxwl/ZGb2zJgde4fPwaraVfxrxb8os5ehlqk5Z8g5XDbiMj7Z8Qnvbn0Xp99Jhi6DuSPm0uhpZH75fO6eejejUkahlXd/XjBBYsobXXy6poLXFpfQ7PKToldy/VH5nDgqk9yk/ftd6FUK9Ko+Ltq04rFB2e/w/T3QuAsUGhh3GRx5O0iksOLlyHzZawNjNhzzABSeEJkrGzIiX53E6qjisx2f8drWd7H5bCSrk7lx1FUcN+A4kvTxN1I9AQ9bGrfwyLJH2Nq4FblEzgkDT+AP4/9AtiEbnVKHrgu5sew+Ozubd/LYisfY0LABmUTGUTlHcduE2xhsHtzhvRn6DDLo3iOcAkFfZb8icQ5nDtZOf02Lm4teWkZxQ3S2d4kEPr5hBhlGNWf8bxENe9k1KmVSXrp8Ije8vRq3P4hGIePLW2YyJD3aIWZLtY3T/rOIQCj615lhVPPpTTPI6s0jVK5G+OJm2PZtbN1pT8P4y/a5k7AnVS0lXPLDlTS4o20pFVIFz8x+hjsW3NG2U/fhqR8y0DQw6rodTTs4/+vzYxwt0rRp3Df1Pm6bdxsAOfocXh9xPekfzI1ckDqc8Nyv+KZuGfcsvCemXdMzp/PPo/7ZreeC+zv9MhKncjW8NDsicubET2a4omYlz657llvG3YKumxMb378wCYdPypWjO3atsxQvQuWoo3j2nTF1iyt/Z13DWp6e/Uy3tq2V6hY3d3y4jlevmMQxwxI71wh6ju7sm5VNbs56djEtbj8vXT6J695aSbJOxT0nD+MP761h71nJ4FQ9N80azJ8+WhdVfsdxhVx/VD4qhYjC6RSbPoeP5saW502H4aeCPh3mPRJZaO6JRApX/wQ5k/i59Gdun397VPUt425hTd0aFlctjnn0wzMe5ozBZyDbY8yfVzaPW+fdGnXdjWNvZGPDRhZWLox5xh8n/JHfq35nRc0KXj/xdSakd2804uFOT46b1c1unv5lB++vKI+pu+GofK47ahBJepGLqkO2fQfvXRhbftK/oXQRbP48tu7kx2DiVdCJCJpWHO5Gnlj1JB8VxT7v5lHXcOXoq1HFiaDZ2LCRS769hNBeluY5+hxeO/E1MnRdE1W2WLdw8bcXx8y5UzWpvHrCqzFzdIFAsH90+pDh2Wefjc1ma/v/jr4EsWyutsUIOBDZhP9gRRk/b6mNEXAAfMEQ768o5/RxkVwubn+QVxeX4NrD1tHu8fP4j9tiBByAGpuHJUW9nEvCURtfwAH45WGwV3fpcYsqFsYIOAD+kJ+Pd3zMKYNOASIh129vfhtvoN2m1ulz8r+1/4trSVrnqqPEVkKhJZLUscJRwcaQEywDIxfUb6HO08DjK+M7ri2pXkKds2fygAj6EWvfjYRJZ41PeEmVoxKdQtvtAg5AaYu8Q2eqVoIqPXJXE5GDLNGY1SbsPgeeoDv2xm4gw6gmzaDit+2xnwOCw4+FO+ups3s5cVQGn6+txOMPcdGUPJ5fUBQj4AAU1TsIhsOk7XUc+Nn5O6mzJ7YlF+yBrRp+uDd+XdkSSBkKPmesgAORY1U/3EedvZLHVjwWVSWXyilMKowr4AA8teop6t3tznX1rnr+teJfUdfIJDJGJo+MK+AAvLbpNc4ecjZhwvxrxb9o8sTm5hL0DA5vgA9Xxgo4AK/9XkKjS9i9d4i9JhKBszcSKVjy4gs4AL/+X5fnylZPIx8XfRG37uUtb9EQx0HS5rXx5KonYwQc2D0nbtjYtTa4rTy/7vm4c+56dz2/V/3epecJBILEdFrEMZlMSHaf0TSZTB1+CWKZvy2x/a5UIuGXLYmPIqwqbWJYRnvkzfJiK43OdsHH4Q2wbFf8Yw4AP26uJRjqRXveui2J61yNkdDSTuL1OphfvSRh/dq6tQxNGtr2/ZLqJdj97Q5pDr+DFTUrOry/VcQBWGDdBGntidUc3pa4AlIrWxu37vPfIBAkJOCFDR9C/qwOo9MqHZU9ktTY6ZdQ75aT3oEzVSsBlRFp0IfMFytGm3dbBtf1kM24RCJhdLaJBdt75vmC3sMXCPHjpsh4NzzDyIqSyNiVn6pjY2XisWF9eTMFadG7yB5/iGa3v+ca25fw2cFWmbje0wzlyxPXVyzD5XdR5ayKKk7RpFBui7/IB2jyNuHwOdq+dwVcVDgqoq5J1iRTbk/8jBZvS5ut+CbrJtyBnhGLBbHU2bzE2R8EwBsI0eyK3XwU7IHPETm6uDfaJGguS3yfpxk8LV16VZ2rlnCcTRYAb9BLi7c5ptwVcLGqdlXCZ84vn9+lNth9dlbXrU5Y/3vV7zjjzCEEAkHX6XSc3muvvRb3/wWdI9OU+DhTIBTqMGGxRavEsUfkjVmrRKlo199ku5MY273xd0QyjSpkvZnZXduBhblEktg2MQ5ymYrU3QvEeJjVZhz+9gmiRW1pm+wByKQyLGoLNl/8xYFZZabJ276rl640RnL47EYpVyOVSOPuUgAkacRRKsEBsO27yERtcHwbz1YqHZVdDmnuDGW2yBDQmUicdpvxJoJ7hWRb1GYgYjOeZ8jr3kbuZnSOiV+21lHR5CLHInJiHK7IpRIydo93dm+AZJ2K8kY3Hn8Qg0qecBwz65Q4KmMXNWq5cC3pFDIlSOUQZ4cciCRU1XUgFGssKGQK5FJ51C67y+/q0KVGggSlrD0BrlwqRyFV4A+1i2+deUbruG5QGJBJxPG53kKr6vhnrRZHGTtGpox8BfcSu3wu0Jg7vlfRtWNq+0oArJLHPk8qkWJRWxJuVnZ13iGTyrCoLDTHEYwAktXJUXN0gUCw/3Rp9nPEEUfw4IMPMm/ePDweT0+1qU+ypz3j3gxK1nHZ9AHxK4HzJuXw1br23a+rjxhImqH9wzhVr+K6o/IT3n/BlJ5ZVCUkKR92L+piGDyn44niXsjkCi4Yel7C+jMLzuS74u/avr9q1FVRk8EUTQpXjLwi4f2zc2ezpKo90uek9CmR0HIAiZQkVRKzc2fHvVcj10RZoAoEXWbde5BSCObchJcEQgFqXbWkaGIdYg6UkhYFEsKkajsRibM76bLCFXuUQSPXoJapqO0hm3GAUVkmpBLEkarDHKlUwiXTImPSN+urOGdCTuT/N1Rz9sSc+PdIYGKehQ17iTgjs4wk64UlcafQpsKIM+PXKTQgkcHAI0g4UZl6E0naVE4adFJUsc1nQyPXYFAY4t52ZPaRUXnjktXJnJJ/StQ1Dr8DpUyJURk/n8u0zGltu/sXDbuIZHUHG0WCbsWiVZBjib8JOSzDgLGvO0odKLpUGH1+bLnfFTlSlcjoY+CREZfULpCiTk4ougxLGoZFaY69R5PC5SMuT/jMkwed3KU25BpyuWj4RQnrzyk8B6VcfGYLBN1Bl0ScoUOH8u677zJnzhwsFguzZs3ib3/7GwsXLmyzGhfEJ8Ok5qkLxiHda340PT+JcyflMjBZyz0nDYu574SR6ehUcrbXRqJNzpuYw7jc6MgUiUTCCSMzOH5E+l7l8PDpI8lOMAD3GMYsuPjDiPPFnlgGwSlPgLprR+5ydNn8adwtMeWzc2djUBjY3rQdgHOGnMO41HEx183KncVxA46LKpMg4aaxN7G4ajHeoBcJEv4x4U+kr/0AQsHI0ZbzXkenS+XOyXcyyDgo6n6VTMWzc54V7lSC/cfZADt/hvz4ImErNa4aguFQp+w5u0qpTU6KNoiiEyNBSKYkJFOijONQJUGCRW2hrgdFHJ1KzpB0A79tF3moDndyLVoeOHU4JVYXwXCY08dmMW9rHTMGJzMhL3p8k0klPHnBOL5cVxmVLyfdqOI/F40nSbhTdQ6VDo59CFKHR5fLVXDBO7DseVj3PpzwSGRxuSeDZsGEy9AodPxh/B8oNBdGVb+x6Q2emv0UGnn0XCPPkMe9U++NsiNWy9XcPO5mhlqGRl37+sbX4z4jx5DD3JFz+WT7J0xMn8gFwy5A3oVkr4IDY2CKnmcvmYBZGy3WpBpUPHXBOPKSRVRkhyg0MPseSB8dXS5TgiELLv4I9k42bB4Ap/9n35E6e5FmzOW/Rz8ZI4amalJ5bOYjJBli3amkEimn5p/KzKyZUeUSJPx95t9J13bdSOCo7KPibn7eNv42MWcWCLqR/XKnqqio4Ndff2XBggXMnz+f4uJiNBoNM2bM4JhjjuGee+Ik8TpEOJjuN25fgDq7lyVFVppcPqYPTibHrCVld7JGu8dPvd3Lb9vr8fhDzBySjE4p58fNtQSCIWYNTSPTqEYulyIBjBoFwWCQWrsXmUSCSiGjosnNoh0N6NRyjihIIc2gQncwLHmDgcj5+8qV0FgCORMjiRON8S0O94XDZaXZZ6fcUU4wFCRbn4tMJmNh5WL8IT8zs2eSqknFvFcEkM1ejUQiJSBXUuOsYUnVErQKLVMypqCSqWj2NCOTyjArjBjdTWi3/xDZORl4RMTWURGZUNa56ihpKWFd/Tqy9dmMTRtLuiZdTCa7mX7lTrXsRfjhbjjvzQ6FzeU1y3lu3fPcOv4PMQucA+WeBUn4QxIuG2nf98VAxrqPcKYNpW50bAL7L4u+JBQOc9eUu7q1jXvy6eoKvttYw5oHj0MhE8doepPu7psOj596h5dFOxrIS9Zh0SpYWmRlTK4ZmUTCsmIrqQYVUwYloZRKkMuk1Nt91Du8JOkUpBnUZPam6+LhTigUOboZ8ETG5uLfInbGedNAlwauBmipiOz+6NOgeAG4m2HQ0aDPAKW2bVFZ76qn0d1InbsOjVxDlj4Li9pCo7uRDQ0bKLeXMyl9EtmGbFQyFXqFHqc/kgfDoDRg89nwBrzUumtZVrWMdF0649PGk6JJweqxsqF+A2W2MkamjMSkMrGubh2jU0eTrc8mWSOicPamO/umxxeg0elDIZeSujvi2+/3U9HsZUNlCzvqHIzIMjIsw8CglFinI0EC7LWRjRt7VWSD05wbcYOTyiMJjD22SI48pT4iuBqz9us14VCIWns5Na567H47FpU5EqFj6jgiv9HdSJWzimXVyzAoDUzLnEaKJgXt7s1Yb8Db5gKr6kRKhEpHJY3uRpZULUEtVzMjawZGpZE0XUTE8QV9uAIu1DI16jjHvAQCwb7pFovx8vJyXnjhBf7zn//gcDgIBvcdmn+wOJQXiXU2DytKGpm/vZ5wGMblmjlmWFqbPXh1i5vfttfzwYpycpK0/HHOEH7ZUsc3G6pRyCScPymXqYOSyEvu+Fzs4Ui9q541dWt4d+u7+II+Ts0/ldl5s8nUxReFalpKWVA+jy9Lf0IulXPh4DOZmD6JNFPk2EpZSynfFH/LgooF6BQ6Lhh6AaOShpNlTHysRdDzHMr9s9t56ZjIBO6YBzq87LOdn/Fr2TxuHndTtzfhkq/SGZvm5YRBrk5dn7r1O4JyNZXTro2p+61yIVusm3li1pPd3cw2iuod3P/5Rj64bhpT88Virjfp7b7p8Pipc3h56bddbKhsIcus4aoZg7B7/fyypY6rjhjEgCStsBfvDM1lsOmziMW4UgfTboScyRGxBiJiTf02+P1paKmEATNg8tWgMkPxfFj+YsShasLlBIccR2XYzyc7PmFp1VJStanMHTmXQnMhpt1itNVtZbN1M29ufhObz8ZR2UcxM3smwVCQNfVr+KXsF9QyNZcOv5SxaWNJ6YGk7f2J7uqbu+odfLy6goXbGzBq5MydPpARmUa0KhlljS6WF1sxqpXY3H5mFKSQl6TFqBHHqfZJKBjpg6vfhKJfI/1uxq2QPhJCfrDugiX/jYiomeNg6nWRyHVl16OcnD4nZfYyXt/0OiUtJQxPHs6lwy8l15DbKfFlb9x+NxWOCt7c/CbbGrdRYC5g7si55Bpz0coTt6/aWc38svlstG5EJpFxRPYRTEifgFFppNxezjtb3mFTwyZyjblcOfJKBhgHREXsCQSCfbPfYQRFRUXMnz+/7au5uZnp06dz9NFHd2f7+g11dg93fLiORTvb8z18vKqCvCQt7183DakErnxtBVtrIjvmj549hqteX0GJtX3xtaKkiSkDLTx23lgG9CEhp8HVwP2L74+yJtzQsIE3N7/Jqye8SpY+eseipqWMa3+9hRJbSVvZ6rrVTEodz79m/gMHQa764aqoRG7La5ZzbN6x3DnxT2Qa4+dlEAi6jcZdULkKjrpzn5dWOipJ6YHdZ6dfgtUjI60T+XBaCagMqOzxnfQsKjPN3hZ8QV9UItPuZFCKDpNGwfzt9ULE6eNsrLJx+SvL8QUjSeU3Vtr4cVMt950ynIEpWk56eiGvXzmZIwpS2pwzBXFoKoVXT4i2Ky5ZCCPOgJMfj0Sbrnkbfryvvb56Lax8FS54G355uN1Fp7mUopRBXLrwT+0OUY2woGIBN4y5gbkj5+IP+Xly1ZN8sYfV8bbGbUxIn8CDvz9IjbOmrXxl7Upm5czioRkPiQibg8z2WjsXvLCEJld7aoTFO62cMyGba4/K56xnf486ziiVwAuXTWR2YRpykVy8Y+q3wavHR5lmsONHOOPZSG6cb//cXl69Fta9C5d+CoOO7NJr/EE/v1X+xp2/tc8rNjdu5vOdn/PsnGeZnjW9S5+VwVCQFbUr+MOvf2gz99jSuIWvd33NE7OeYFbuLOTS2GVktaOaK76/IsrJ7rOdn3FE1hHcMekOzv/qfALhQFv7fij5gb/P/DsnDjxRROUIBF2gS5+8r732Gpdffjl5eXlMmDCBTz75hFGjRvHRRx/R1NTEjz/+yH333bfvBwli2FRlixJwWilrdLFgex0/b65rE3CuOWIgX6+vihJwWlle0sTGOA4ehzPbmrZFCTitVDoq+XTHp1FOGaFggG92fRUl4LSysn4Nle56XtnwctxM/D+X/UylqzqmXCDodjZ+CnIN5EzZ56UV9ooesRcv3+1MlabdtzNVKwG1EYW7CeLYmJrVkVwm9e6eswGX7rYan7dV5MXpy5Randz32YY2AWdP/t93Wzm6MI1gKMyfP1pHrc17EFp4mBDwwOJnogWcVjZ/AY1F4KyDn+JEAwY8EQFn8jVtRS2Tr+IfG1+Ma/H9/PrnaXA3UOWoihJwAI7OPZqfSn+KEnBamV8xn13Nu7r+bxN0Gw12D0/8uC1KwGnlk9WVOD0BTJroxXooDPd+upHKFmH33iHuJvj2L9ECTiu6ZPghTvqJoA++vg2aOrAgj0O9u56//v7X2MeFg9y/+P4u56yrd9dz/6L7Y9xZw4R5cPGD1Ltix/pAMMAH2z6IEnBaWVS1iG2N22LSHgD8Y+k/sHqsXWqfQNDf6ZKIc/XVV/Pbb79x33330dDQwLfffstdd93FtGnTkMtFbpD9xR8I8e6y0oT1Le4A761o/zCfPSydL9fFfkC28vGqSlpcvoT1hxP+kJ+Ptn+UsP6Loi9o8rS75TTZK/ms5LuE19sCTn4s/Slh/be7Et8rEHQbGz+F3Mn7tBD1hfzUu+tJ7QFnqjKbvNPOVK0EVAYkQT+yOBNSiyoi4tS54kfqdBfjcs1srbFTaxMOiX0VuydAUb0zbl0gFGZnnYP8VB21Ni+NfWSs6xFcjbAx8fjJlm+gel3kqFQ8ajZE3CZ305I1ljX1axM+blXtKpbXLI8pn5E1g1/Kfkl438c7Po5ZKAp6D7s3yE9bEi/wf9hUw5njYiOU6x1empyi/3WIuxlKF8WWq83gqINgAlMYaxF4Yp0gO6LOVRdXYIWIIJPI9jsRTZ4mmrzx22D32+OKLo3eRr7a9VXCZ/5a/itTM6bGlHuDXirtlV1qn0DQ3+mSiPO///2PadOm8dBDD5GWlsZpp53G448/zsqVK+mG1Dr9ljDQtR9fxxeHCe/jisOLjv629q4LdyJStMPnISaSgh6mYQfUbYIBR+zz0hpnNaFwuEeOU5XaFCSpQyi7kFIk2Goz7oyd2OkUWhRSBXVxdue6kzE5JiTAgm09+x7BoUs4vMfkRcw9OqbDn09oX9OJve7veIBNNPOQdOY+8Ws8iOxrTkmMs2rn7hQkpDPHmrr5s62rK4N9XZ9oLr2vObs4/ioQdA9dEnFuvPFG3n//faqrq1m8eDEnn3wyy5cv59RTT8VisXDKKafw73//u6fa2mdRyqVcNCVx5niDSsZ5k9p3QRbuaOCU0Yldns6ekINZ2zM5KXobhVTBuYXnJqw/bfBpbREAABZdJqcPOD7h9Qa5jmPzjk1Yf/Kgk/evoQJBZ9n8eSQPRfbEfV5aYa8AIKUHInHKbfIuReFAJBIHQOGK3YGTICFJbaHWFXtkojsxqBUMSdfz6zZxpKqvolfLGZQSP6+bXCphSLqenfVOUg0qknR9Y6zrETRJMOqcxPXDToHMsbGW4q2kjYDm9ihhY/UGxqaMjn8tMDF9IpMyJsWUL61eGtdyuJVzhpyDVCryqhws9Co5xwxLPMYcNyKDz9fERn8n65Si/+0LtRlyp8WWu5va3aniYRkEGkv8ugSkadMSOlgmq5Oj5sqdIUmdhEkV3zlTr9DHTUhuUVk4Jf+UhM+cnTs7brSeUqokW5/dpfYJBP2d/R41R4wYwY033sgHH3zA6tWrueWWW1i0aBF33dVz9rJ9mdHZJqYOSoopz7FomDU0nRNGZFCQFsnc/uLCXZw5PpvcpNgP6wl5ZsbmJLYrPhwZljSMKRmxuUMydBmcV3helM23TK7k9MFnkGOIDf0dlzKGbE0a1425liR17M96Vs4ssnX7Z+soEHSazV9A9mTohFNElaMKk9KIqgcSBZfa5aR2IR8OQEimJKjQxBVxAMwqC7XOnj1OBTA2x8zC7fX44+RMERz+DEzW8X9njkIhi92xveO4Qn4vakAqgcfOHUOaQSTCTIhCDUf8sd2Fak8KT4LkgkhdPIc8uQrm/BVWvNxWZF7xCvePviHuQvGqUVeRokkhR5cTsxkyr2weJww8gTRtbDtmZs1ksHlwl/9pgu4j1aDmz8cPw6iJFRROH5uJUS2PObYolcA/zhpFtim+aCDYjdYCpzwecYXbG0cdHPdwbLlMAac9BZYBXXpViiaFB6bF9mWpRMrfZ/6dVG3XNoNSNan8bcbf4kbS/XX6X+Me81bIFFw07CLStekxdVMzpjIsaRhWd+z84Z6p9wiXOoGgi+yXxXhtbW2UM9X27dtRKpVMnTqV2bNn89e/xibWOlQ4lC2Ma20efi9q4M3fS/EFQ5wxLotTxmSR3Wox3uzmly21LNllJdus4YIpeXy/sYZvN1SjkEk5f1IOMwtS+pQzVSt1rjpW1Kzg3S3v4g16OSX/FE4ceCKZ+vgRSdUtpfxa+jOrGzcjkUg4Kn0K0zKnkWaKRDyVtpTw+c7P+a1yITqFjguHXsC41LFkxRF/BL3Hodw/u4WmEnh6LBx9Fwzct/PEU6ufwu5zcF4H0Wj7gy8IZ3yaydmFDqZkdi0xbMb6T3EnDaBm3AUxdQsqfmNb0zYeP/rx7mpqXIobnNz72QbevXYqMwaLiV9v0OsW424fNXYvz88vYkOljUyTmmuOzMcfDPHlukquP2owA1J0aITF+L5pLoMNn0Scb6QyGH0B5E0FjTlS77FB/VZY8P/AVgV50yMWyEo9bP8Bin6OHO3IP5rAsFOpDLn4dPunlNvLUcqUXDDsAoaYh7RZBFvdVtbVr+PNzW9i99k5IvsI5uTOIRAOsLR6Kb+W/YparuaS4ZcwKX1SlxeXgmi6o28Gg0FKrG7eX1HOwh31GDUK5k4fwJgcMzqljGKrk/dXlOP0BDCqFVw8LY+8JA1mbddtq/sdwUAkom3dh+B3RizHC4+LRMEFA9CwHX5/JmIxnjUOpt0MloGg6rrltsPnoMRWwne7vkMmlUEYTi04lVx9LhpF1wU3V8BFma2M1za+xo6mHQwyDeLq0VczwDAAXTxhajdVjip+LPmRDQ0bkEqkzM6dzeSMyW0W469vep3N1s3k6HO4Zsw1DDINwqA0dLl9AkF/pksizs0338y8efPYtm0bcrmcyZMnM3v2bGbPns2MGTNQq7u2I/bcc8/x3HPPUVJSAsDIkSN58MEHOemkkxLes2DBAu644w42bdpEVlYWd955JzfccEOn39mbE1FfIEiNzcvasibq7F6OKEhBKZeyrryZJpefyQMtZJk1JOujB8Fml49QOIxZo0S6x0HkOpsHq9PHkiIrUilMz0/GpJZj9waRSsCkVlBr97K8pBGdSs6UgUmkGVRoVZ1MOm2vgcZiqFwN5tzIYGLIgtZIl8biiFVi7UbIGh8ZZBqLoX4LpI2E1KFgioRDBgN+ap2VbLFuptJewYiU0aQbstnZXES5vZxRKaNIVSeztX4D1c4qxqVPIFuXSbKh43DKFm8LoXCIQDBAs6+ZpdVLCYQCTM+ajkmuI3Pbj5HrhhxLfdDN8tqVKKRyJqZPRiKR8HvVEjQKDZPSJ5GsSsLubUYmlZOqz4h6T4O7gUp7Jevq15Gtz6YwqZB6Vz0bGzaSqctkRMoI0rXpce0V9yYcDlPjrGF703ZKbaWMTRuLRWVhZ/NOKuwVDE8ezgDjgLi7lP2NPi/iLHkWfv5rxLpXod3n5X9Z8BfyzYOZnTurW5uxq1nOTT+lceO4ZgaauhaNk7L9JwiHKZ95U0zd+vr1fFfyPc8f+3yP2YxDpE/d/O5qzp2Yw32njOix9wja6Y6+6QsEqbV5WVPeTJ3Nw8QBFnIsWhQyCXV2LytKGhmabkAigRXFTZi1CqYMSkIhlSCTSWhx+2mw+7DoFKTqVaSLKIDIItBeBVVrIkJLSiFUrAS3FQYeERnDFWpoqYTy5ZFxPeCGuu2QMzESDdCwPTJ+pxTiUeqoD7pYU7eWFl8LY1PH4g/5KWrawaTUcaTY6vCpDZRLQqxv2EiqNpUCcwGbrZvRK/UUWgrJM0Y2S+xeO3a/HQkSiluKARhoGkiYMAaFAaMq8ndUbitnV8sutjdtZ6BxIAWWAoqaijCrzeQZ89DINVjdVlbUrCAQDjA5YzJpmrS2+xPhCXhocDewtm4tTd4mxqeNJ1OX2efszLtr3KxsduMLBLC7g8hlEoxqBSatAoNaQXGDgx21DorqHQzNMJCfomdgig6XL0C93cvy4kbs3gDTBiWRYVKTpOuj4s6e/a25AnImgCUfDOngaYn0p+KFQCiyUaNPj4ilzWWRr7KlYMyKOFMasiJRNy3l4KgFnwO0yZFjVEmDcPqdNLgbWFGzAl/Qx+SMyaRqUiPuTo76yH1lS0GXArlTQJ8BCjWltlK2N26n2FZMoaWQQaZBDDB2HNXT5GmixlnDqtpVGJQGJqRPIEWdgkahocxWRrOnmRZfC0alEYvaQp4xD0/AQ727nrV1a2n2NjMxfSIZ2gySNEnUOmuxeqysqF6BWq5mUsYkktRJWHa7WHoDXpx+Jxq5Zr/EJYFAAF2ylFq9ejVnnnkms2fPZubMmWi1+16EdEROTg7//Oc/KSgoAOCNN97gjDPOYM2aNYwcOTLm+uLiYk4++WSuvfZa3n77bRYvXsxNN91Eamoq55zTwbnvg4DXH+T3XVauf3MVvmCIE0ZmoFHI+OuXmwiE2nWzo4ek8th5Y0gztgtg8fLZVDe7eX5BEW8siXaxuv6ofKYOSqLB6ePnzbX8uLn9KINUAv931mhOG5OJXq3ouMHN5fDOeRFBphWlHi77DLImgHUnvHNOZKfAtFvgee3EyIDViiET5n5FyDKIzQ0buPbXm3D62x1GBhkHcdeUu3h23bM4/U6GWoZy24TbeGbpQ3jXehmXMobHj/p/pHUQDWNSmah2VPPJjk94Yf0L7RWr4Nwh53LN0AvRuJv574aX+GhXu82pBAnXjL4Gb9DLm5vfRCqRcv+0+zlx4Ikx6n+Ns4Y/zf8T6xvWo5FrePzox7nt19vY0byj7RqNXMMLx73A6JTR+xRydjTt4Oofr6bZ20yhpZBcYy43/HQDDr+j7ZqBxoE8f9zz4kxwX2frN5Hdt04IOJ6glwaPlamaWCeHA6Xc3mov3rWcOAB+lRFtY3xLYIsmckyx3l3fo3/LEomEcblmftlaJ0ScwwRfIMiy4kaueWMl3kD7Mbgnzh/L6rIm3l1Wxn8vnsC/f9zG0l2NbfVyqYRnLhzHj5tr+Xxte16ObLOGd66ZysAEuXP6BcEAVK6Et8+GwhMhdyp8clVkp7+VISfAtBvgvYvggrfg6z+Csx7OeBbeuzDKftw98XIWjDyRuxfdRzDc/ozpmdM5e8jZnPftJbx+wqv8Y9kjbG7c3Favlqn528y/8dbmtyixlfDCsS8wLHkY7oCbj7d/zEsbXopq9vmF53PNmGswqowUNRdxw883RNmPW1QWnjv2OR5f9Tgzs2YSCAf475r/Rj3jwmEXcuOYG0nSxB6NhoiAs6RqCXcsuINAqF2onpIxhUePfFRsmuxFRaOLP3+8LqbvvXHVZMxaJZe/shzrHk5UmSY171wzlTVlzfzl43XsMa3lhJHp/P3MUX3vqOOe/c23h3te2ki46D1Y/wHM+7/oe2bcCpOvho+uiAg/rcjVcOG7oEuDN06JCECtJOVju/wzvqhayGMrHotKMHx2wdncNuY6kj65HkoWtt8jU8B1C9gil3L9T9dHuUpl6DJ4/tjnEx5bbHA18PCSh5lfMb/9cRIZ/zjiH4xKHsXVP14dZU+erE7mheNeoMXTwvU/X08g3N6/ZmTN4IFpD/DUqqf4ofSHtnIJEv486c+ckn8KyZpkVHIVqk4cKRcIBInpUk6cJUuW8Mgjj3DccccdsIADcNppp3HyySdTWFhIYWEh//d//4der2fp0qVxr3/++efJy8vjqaeeYvjw4VxzzTVcddVVh2Qy5Vqbh+veXIkvGEIigYum5PLAFxujBByABTvq+XBlOcF95HbYWNUSI+AAvPDbLuQyKU6vP0rAAQiF4Z5PN1DZHN9ysA2vHX64N1rAgciuwNvnRNT+z66PCDgAM2+D7+6MFnAgMhn88HJq7RXcOP/WKAEHoNhWzNtb3uacIRHBbVvTNr4o+qItCdrahvW8uvFVvN741rKtlNvLowWc3Xy842M22UvZHHRGCTgQybL/0oaXGJc2Dp1CRygc4m9L/ka1ozrqOm/Ay4vrX2R9w3ogkjj54x0fRwk4AO6Amxt/vjFqYItHrbOWm365qc3a8erRV/Pg4gejBByAElsJ/1jyD+xxrJsFfQRXI5QtiezAdYIqR8RusyfOiZfb5OgVIbSKrrtfBNVGFB4bhGIjeFoTJ9Y6eza5McD4XAu76p2UWV09/i7BgVNj83L169ECTl6SFo8/yNtLyziqMJWVJY1Ri0iIWIr/4f21nDEuO8rQpbLZza3vr6HR2bXjgH0KexW8cy4EPDD2Qvj+rmgBB2DHD1C6GGbdDWvfi9iGz/gD/PRAlICDRErt6LO4c+E9UQIOwJLqJWxt3MoNY2/g7a3vRgk4AJ6ghwcXP8jckXNp9DRy+4LbqbBXUGIriRFwAD7c/iGbGjZR66zl3oX3Rgk4AE3eJv604E/cMeEOcg25MQIOwPtb32dd/bqEP5o6Vx23z789SsABWF6znPe3vk8g2LUIxL6M1x/krWWlcfueRiHjxrdXRwk4APV2L5XNbv70UbSAA/DDplq+3VDd91xr7VWRObFvrzlq3Sb4+aHIUcS9cdTCb/+OFnAg0mffvzjSB/cUcHbfU95Swr9W/CvGIerTnZ+yvGopOPYaY4N+StU6/jjvjzG24DXOGu5ddG+bUcKehMIhvi3+NkrAAQiGg219c+8cNlaPlT8t+BNymTxKwAHQKXT8XvV7lIADkTn4Yysfo8oR52ckEAj2i06LOF9++WWnv/aHYDDI+++/j9PpZPr06XGvWbJkCccfH+08dMIJJ7By5Ur8fn/ce7xeLzabLeqrN1iyy4o/GPnwHZ9rZnlxY8xA18rLi4qpd/jiVwJWh5dXF5UkrH9zSQkN9sT3f7CivOPGOhtg69fx67y2SBb96rXtZcYssBbFv76lgnJHBS3elrjViysXMzG93ZXnl9JfODK7PTfIJ0Vf0ehJbB1s89p4b+t7Cevf2vwWxc7KhPU/lPzArJxZbd9/vP3jqImG1WPli53tAtCMrBksKF8Q91lOv5Oi5gQ/h900uBuodUXENa1cSzgcbhN09mZx1WIavY1x6/oqB6t/HhSKfoVwEHImd+rySkclEiQ9EvpfbpfvVxQOQEBtgHAIhSu+zbhKpmz7m+9JRmWbkEsl/Lq159/VH+nuvrmqtAnfXpsVp47J5ONVkYXFaWOz2v5/b4KhMGvKmxiVFZ20f31FC43O+GN/v6Bua2QTJnca7FqQ2JJ4zduQPxu27J6fJeVD7aboa3Kn8FPd6oS2wp/t/IzpWdP5sfTHuPWeoIdaVy0Zugwq7BU0e5t5Z8s7CZv+1ua3aPY2xwhCrVQ6KlHL1XxX/F3CZ7yy8ZWEc41FlYtixKhW3tv6Hg2ehoTPPdTp7r5ZY/Pw3rKyBLUSyhpjhfJp+cn8siXxJtZLvxVTb+9jAmvdlsjmZjy2fAEFc2LLh54MGz6Mf0/AA41FYI4+6hQYcgLvlXybsBmvbH+fprHnRxdK5DR7W6hyxhdJNls3x2weQmSO+sbmN+LeEybMwsqFjE8bH1NXaiuN5NzZi/MLz++w33+641OCewvNAoFgv+j0caozzzyzU9dJJBKCwc530A0bNjB9+nQ8Hg96vZ7PPvuMESPih8fX1NSQnh6d8Tw9PZ1AIEBDQwOZmbFJbh999FEefjhO9vceprrZ0/b/BrWChg5EmmaXn1AHOxYef5AGR+LBsN7uZURm4nPQlc0egqEQskQWngEvhDuIBNp71yGY+N+CSk+jJ7EQESYctTMWCAcI7fFuT9ATs3O2J+6AG6snvjMOQKOnEWkH2mSjp5HBpvaQ0hpXDcFwELkk0hUCoQC+UPu/LxgKJpwIAnGz7O+J3dceWaNVaBNOOCHys/EG+9ikZx8crP55UNj+fcQNRte5yJoKRyUWtRmFdB9HIfeDcpuclC46U7XiV0cW0gqXFb8+OiFpxGY8idp9RKh1BxqljBGZRn7ZWscVMwf1+Pv6G93dN6vjRIQa1Qrqd49tGoUMmyfx36TV4YvrnuP29+MFgWO3gKk2RY5IJcJZH0lo3Dq2BuKM4SojVd5YYbaVJk9TzPi9N42eRoxKIzXOGpx+Jy2+xONdo6cRT9CTsB7AG/R2OJ9o9DTiD8UX8faO7tkTh98RNe843OjuvhkKh+P2PaVcisMb//dtUMuxdjAvbXB4Cfa1SBxHBxsGoWD8ebREEpljJ8LZEOm/e+DXmKhLsNkHkb/7gNocXahLiSvS7Ik7EPsZHAqHaHR33MeMyvjrC0/AgxQpIdr/3Sq5qsM+W++uxxf0oZGKPDgCwYHS6UicUCjUqa+uCDgAQ4cOZe3atSxdupQbb7yRuXPnsnlz/J0ZiIhEe9IaRbF3eSv33HMPLS0tbV/l5fuISukmpua3n9PeWedgXG5i2+8xOSbUHThsWHYnd0zEtMHJhBKF+QDHDk9LLOAAqAwdLyx1KdF2yAoNSBI8z93EYHNBwkcZlcaoSWC6Nj0mN4xGlvgctUVlYVL6pIT1E9InII3/pwDAmJQx7Gze2fb90TlHR+W00cg15Ojbc/K4A26S1YkjIYYmDU38MiJnkVtp8jSRpU9sYW5UGjEo+ld2/oPVP3udUBB2/ARZE/d97W4q7BUk98BRqlAYKh37H4kTVOoJS6QonYltxjtaQHUn4/PMLN1lxZlgoSHYf7q7b04aGDuGbau1MyEvcgSvpMHJyKzEmxGjc0zsrItepKjkUsya7hc5Dxsyx0T+W78VchKPi+RMjjhQGXZvdMmVkRwae1K/jSOTYnMRtjI6ZTRuvztqTNubIeYhVNgrkEqkpGhSGJ8au4Pfyvi08ZiVZpTS+AnQJUjQK/SMSR2T8BlTMqYkHDOnZibOJVZoKUQtP3zztXR331TLZXH7ni8QIkWvijun2l5rZ1yeOeEzJw20oFN2Ke3moU9G4r9F9OmRqLi9cVnBnJf4vvSREdfKPVDXbuLI5NEJb5mYMgZdzYboQkcN6dr0uHbgAEqpErPKHFOukWsYmzY24btGp4yOmjO3IpVIMalMUQIOQKW9krGpiZ83NXOqSGQsEHQTXcqJ0xMolUoKCgqYNGkSjz76KGPHjuXpp5+Oe21GRgY1NdGLg7q6OuRyOcnJ8RfaKpUKo9EY9dUb5KfqGZoRsQesbHajV8nJS4rNIySRwAOnjCBJl9jJRatScMWMgXGtVPUqOWePz2H8AAuyOCNtmkHFjMH7OI5hyIQ5CWzhB80CTRJMub69bPsPMPai+NdPuoYUlYUjMuMfiZs7ci6f7fys7furRl3Fx9s/bvv+LxNuI8WYOLGxUq7ktMGnxd0ZUMlUXD7iMqalTow7MTSpTExKn8TK2pVAJNfI9KzodqZqU/nzpD+3ff/Jjk+4atRVcdsyOX0y6dr0uHWtJKmTOC3/NCByxnhr41ZmZs2Me+3N427ud1arB6t/9jqVq8HT3PFCa+9b7BU9kg+nwS3DG5SSqtnPCAaJhIDaiMIV/zhCkro3RRwL/mCYRTsP36MRhyrd3TcHpmgZsddC8dsN1ZwzIQeVXMq7y8u44ej4iTcHpehQyWXU2qJ3tG84Op9UQz9OjmnMijhQNe4CXWr8xaJEAtNvgUVPwhG3R8q2fAUT5kZf11zKSKk2ahOj7RFIuGLUFby26TWuGXVN3KaMTB6J1WPFFXBx+uDTsagsnFFwRlyRRS1Tc/mIy0nWJHPJ8EviPu+U/FPYbN3M1IypCcf7uSPnJkyOOsQyhIHGgXHr7pp8F0nqxBtjhzrd3TczzRruOnFY3LryJidnT4hNUl9U72RMtplMU6wYJpXAXScOw9jXBFZjNgyIP39jzoOw4ePY8rXvwXEJoqYyx4FMGUlbsAeS8uUck3t0XNFFIVVw3ehr0K6PfZchTFuOyb25ZPglmJWxzzOpTPxp4p+QxtmYzdRlMjRpKGX22KN2ZxWcRUlLSUz506uf5saxN7ZFt+9JsjqZo3KOits+gUDQdfZbxHE6nXz77bc8//zzPPPMM1FfB0I4HMbrjR96OH36dH766aeosh9//JFJkyahUBxag0W6Uc1rV0zhnAk5KGQS/v71Fv55zmhOGZ3RJrYMTtXz1lVTYya28chL0vDB9dOYOMDSVjZ1UBLvXjuV//y6nbeXlvHCZRMZnhmZMEklkQicD6+fTrZlH0mopVIYdur/Z+++46Oq0gaO/6b3lt5poXcEBAURpYoFK3axo6Lu8uquZe3r2vuu2AsWbCg2xA6igogQeieQENLrZDKZ/v5xSRlmJo10znc/+UjuuffOyWxO7p3nnvM8cPYr0k0hSLNtxs6Ds1+SSicefz1MuR/0UfDXm9KN40n/gJopnTobTH0QTrwVmymRB8bfx+X9L0SnlCLusbpY7hx7J4FAgDW5a0gwJPDA+PvJc+SxuWgzKaYUnj/pSUbFjGj8vTCm8cb0NxibUJcgdljMMN6Y/gYp274hZe0bvDPtVYbEDKltH584nqcmPcUT655AhoyTU07mrRlvhZ0ZMzZxLM+e/CzJxmQ2FGygzFXGvePurQ3YaBQaLup/EY+e9GjEyhg1zBozC0Yv4Pph12NQGXhl0ytc0P8CLhlwSe17E6OL4YETHmBmr5lNKlkudEF7vpdmvMX0a9LudredcncFsbrWD+plV0i/Y7EtnIkD4NWaI87EsWltVLgrwk7dbm3xZi3JVh0/bhd5cTq7OJOW1y8fzQWjU1ArpFuPOLMGlVzGJ/PGE2vS8NOOAp6+YDi9D1ecUsplnD40gTfnjiG/vBqTRvrdjTKouff0QVw+vmeDs1i7PUMsnPMqjLlOSqx6+rMwYJa0dAogdgBc8ilY0qAiRypxfNqTUgnkuEFw0m3StRtAayW+PJfXpr7M9B7TUcikc/S29ObRiY/y7f5vqXTZGWPrz1PH30uiQZrVo5arObPPmcwbPo/XN73OdUOv48bhNxKliyLFlMKbM95kTEJdHrDhscN5Y/obpJpSMaqNXDTgIv426m+1H1iNKiNXD7maywddzjPrn6HaW83bM95mXOK42nMMixnGopmLSDWmRnxr4vRxvDz1ZWb1mlX7gbKHuQcvTXmJwdGRZxwdq4Ykm3ntitFHjL1E+seb+duUfsyf3AezVnofbXoVt0/vT4pNx4fXjWP64ITa2Tr94018cN04+sZ3w1nFxlg49zUYc61UXQqkwM45r0m5b2Y8It0b10g9Hk5/GtJOhHNfr8t9o1DD8Ivh/Lel2T3HzwP14Sp7xng47QmStbEsmrmICUkTamfXDIoexKKZi0gzpsAFiyD6cNBbroShc4iXa5g/Yj5XD7kao0p6iGzVWPnbqL9xQf8LsOnqPj/Ul25N57Vpr9VWr5LL5ExNm8ob098gyZDE/BHzawOpZrWZ64ddz7VDr2VozFBm9pxZ+7eil7kXD574IMnGZF6d9ioDoqTAoAwZE5Im8Nr01xotdS4IQtPJAi1IH79hwwZOO+00qqqqcDgcREVFUVRUhF6vJy4ujn37wpefPdJdd93FzJkzSU1NxW6388EHH/Doo4+yfPlypk6dyp133klOTg6LFi0CpBLjQ4YM4frrr+faa69l9erVzJs3j8WLFze5xHhFRQUWi4Xy8vJ2eerv9Hgptrvx+AMYNQpkMikHjscXwKBRkmTRolQ0PZaWV+7EXu1FBph0KjQKGWVOL3K5DJtehdvrp6Lai0IuI0qvxqhtRlAgEJAy5XuqpIuMMT54GZXbIWXf97qkC5jOKk0VdVeC2iTN6NHWXbjdbgdFVYW4/W50Ci1WtYXi6mI8fjc6pQ6z2kxxdQlevwe9Qkes2iitD/a5QR9NsVJNmbscr9+LRWMhVqZEUVkgLU0xxpMn8+PwOAgEAuhVepICSnAWATLQRVGKH7vXgVwmx6w245MrqHBXoJApsGqsGNXGBt+OwqpCqrxVKOVKorXRVLgrqPJUoVaoMavNlLnKqPRUolPqiNJEYdJEvmnx+rwUOgtx+VxolVqsaislrhJpbbBSR5w+LuKSwGNJe4/PdvPqKVJgdNIdTdp9R8kOHvvzca4eclWrz8ZZutvAa5vMPDShuMGlhw2J2rcKtaOQzMn/CGnLdeSyaNs73DvuHnpa2j5XzXt/HGDNvmLW3jUFeUt/IKFRrTU2nW4vxQ63dA1UK4gzSx+GSh1uyp0eVAoZXn+AKrcPlUKGSasi3qzF4/NTYHfh8vjQqaTjws0+7dIqC6Vrqt8jBVeMiaBoQpDKWy1Viwz4AdnhJ/ty6frtcUjXdo1ZWkKlVEvLPjxOKbDs90v/VmlApgZ3BQ6dlTJ5AG/Aj1qhhgB4/B7MchVWtwuUagrk4PR7UMgUyJBR5ZWujQmGBDSK4NkxhVWF2N12AgTQKrS4fW58+LBpbETrovH4POQ6cqn2VaNRaDCqjNjd9qBrY4WrgnJ3OYFAALPajFVrxePzUOgspMJdgUahwaa1hcxeqPJUUVpdijfgxaAytMnsxo7WmtfN7JIqqtxelAo50XoVVoP0/2WF001hpRu3149aKSfBpMGglR6eVro8lDo8eP0BTFolMcZuPjuuZrz53KDS1z38BKnoR3U5EJAecprTQKUCrwfKs6SxplRLM9xr0hg4iqGqSLq3VunAlAQaKahjd9kpd5fjD/gxqU3YtPUCMfZ8cNtBrpLOdTgQVOGsoNhdjNvnRqPQEKONwahp+H4XpByPlZ5KFDIFNq0Ng0o6X7W3mjxHHi6fC41CQ4IhoXY5YkPjK7cyF4fHgUKmwKKxNPrQUxCE5mnRY/+///3vnHHGGSxcuBCr1cqaNWtQqVRceuml3HrrrU0+T35+Ppdddhm5ublYLBaGDRtWG8AByM3NJSurbhpfr169WLZsGX//+9/53//+R1JSEs8//3yTAzgdQadSkhIlvc278+387cMMth6Spk6adUrumjmQGUMSsOojL6eqL8GiI+GI9Do1F9ka0S29gMpkwRej+ux58PMjkPGu9JTv3DdgyxLYtlS6cZQrYNiF0pRSk7RmXq02kFTzdKH0AHx4MUn7f5W+V+lh7HUkmxLgz1dh5hPw4wOQu5FA/GB2n/Yf7sh4vra0t0Vj4Y6hNzApKwPTH6+AIZaE05+B3idLF7DsP+DzG+vKoFvTsM1eiC15NKjqpvsGXQAbceTSppqLVpGziIUbF7J4x2I8fg8yZJyUfBJ3j7+79unkkZQKJYnG4LYkVeT8OEI34iyVyouOu6nJhxyszEEhVzTr97XJ57YridX5WhzAASnxoqFwJ+DnyAmdNX3Oq8pvlyDOyDQbX23KZcuhcoalWNv89YSjo1MrSQmTK8NmUCOTwVebcnl8+Y7aRKtDks08O2ck6XFGkq3dNJdCIAAF22DJNdJ/QQrizHgU+s0EXeSceoD0UMWSKlXP+fRaafbsiEvhh/uk2TcAlhQ443kpUPT136WHNSAtD5n1JPz4IGyTKjMalFoM42+C42+QZvuEEdeMHy9WH4tWqeW3nN/4zx//qS2BXDPLp5+tH2nm4KVgR1blM2vMmDV1AYrS6lKW7lnKwo0La2f9jYgdwcMTHg46l16lR69qZDayUCs1zLL/vHIn//56O8s25+IPSLN0zh2VzIJp/Yk3azFqVBg1nWs2fJtSakOXLlYWQ/5m+PLmujFnTobTn4GEobDxQ1j1RF2hkNRxcM4r0r3z1wtg93fS3wGFWprpM+FvYIzDpDFFfkBoigeCl/Tn2HN4at1T/Jj9I/6AH6VMyem9T+eGETc0mJMRpDEXrhqmVqmlp6Vn2GMaGl9H3vMKgtC6WrScKiMjg//7v/9DoVCgUChwuVykpqby+OOPc9dddzX5PK+//jr79+/H5XJRUFDADz/8UBvAAXjrrbdYsWJF0DGTJk1i/fr1uFwuMjMzmTdvXkt+hHaXU1rFnFfW1AZwACqcXu74dDN/7o9cEaJTcFXCjw/B+rek6hbjboQNi2Drp3XZ+P0+yHgPvr1bSqBYX0UuvHs21ARwQLqB/O1ZcJbArKfhs+sgdyMAh6Y9yNzf7qoN4ACUu8q5c92jbEufIN2sOgrhw0ulhI5lWdL5awI4IG17ZzaUHWjdt8LrYtHWRSzatqi2KkaAACtzVnLbitsazMovHKMyf5HGSVLkJJ9HyqnMIVobXTtNuTVlVyiJaWk+nMO8WgsynweFMzSRo1ahxaAytFtenH7xRgwaBT80UO5W6Bp+31vMv5ZuCaqUsyWnggtfWU1OWWiZ426jLAvePK0ugANS8Pez6+HQ+qaf463ToHi3dI3+9Nq6D5MgXR/fPx8MUcFVdA78Jl1L+9bde+GthlVPSUunfa1Twn1X6S5u/+X22gAOwL7yfVz57ZXkOnKbdS5/wM+PWT/y9F9PBy3bzCjM4NrvriXfIZZXtpbyKjd3fbaZrzZJARwArz/Ah+sO8vjyHVS6Wuf3o8tz5ML75wWPuYoc+OAiadZOxnvBlV6z18Den+GjK6Q8kzWLInxuWPM/+P0FaRw2Q74jnwdWP8D3Wd/XVl/zBrws3buU/274L6XVnfyzhiAIzdKiII5Kpapd+hEfH187W8ZisQTNnBHqrDtQSokjfGnuR7/ZQZG9E5eWdhTCpsV136eNly464WxdElrqtHS/NMU0nN3fS0u0HIcTkyYO59eK3dg9YbL8A8/sXEzp6MvrNvz0sJQ01h/mQ6nPA2sWNlzesZmKnEW8v+P9sG2bijZR0A6llYUuZt8K6Sm4senPrg/as9ts2v9Bu/Ko8uEAeDXSzAB1xOTGUeS3UxBHKZczPMXKTyIvTpdWaHfx+PIdYduKKt1kZJW1b4fa076fpcTn4fxwv7TcojGZq6TAT/9ZUoLVcKXA/T7Y9CEMOjN4e/FeaXbBEaWO+f15aRbuUSp3lfP8+vD5Eh0eBz9l/dSs8xVWFfK/jP+FbTvkOMS+8qYt6RcaV1Tp5qcd4cvXf7Yhh6LK8Pe1xxRnGfzxSviAp98nBWTOeTV4u0Il5djJWRf+nGtfkZZLNUO5q5zVuavDti3LXCaCOILQzbQoiDNy5EjWrZP+8EyePJl7772X9957j7/97W8MHRq5LN6x7K8Dkf947i2sxOXzR2zvcNVlwUESTwNPRAOB0JvR+k8Xj6SLkpaa1LD1Yl15hIAPsLt0N+6o3nUb8jdLy8AiObQ++OnHUXJ4HLh8kYNCOfacVnstoZvY+zMkRC65eaQAAXIqc4htgyBOlUdGcbXi6IM4WhMgQ+2IEMTR2DjUzKfrR2Nkmo0thyrIr2jek0uh83B7fewvjnxt2dCdgzj1Z6keqWBr057IZ/0u/Teql7SsKpL8bWALs8yxeG/tUuhaLruU8+4oVXur2VW6K2L7X/l/4Q0XdIp0Pl81Rc7IFem2FTdwzyE0S0lV5CCNPwAVTjETh+pyOLLkd335m+sSIdfQWqUHmJF4q8OXLG9AoTN8sA2k6qgV7oqI7YIgdD0tCuL85z//ITFRWuv40EMPER0dzQ033EBBQQGvvPJKq3awu+gbFzmpWIJZi6ozJ2g8MgHwkRejkP2PWL9r6xl53+oyiE6v+74yn34R8soAJBuTUdZ/OmFNg0ADH0ijekuJ4lqJTqVrcIlLnL45mQKEbq8sG0ozIbHpQZxiZwlOb3WblJvPqTxcmeool1MF5Aq8WhPqyvA3jVG6KPId+QRon+D08BQLchn8KJZUdVlKuZzYBvK59Y1vPDFnlxU/JHKbNU16at+YuEHSfyvzw5car3++yjDjxJIsJVWuT6GW8tcdJZVc1WA+jnRberMqM6oV6trqO+FEKi0uNJ+5keIYRo2oqInaALYGqi5Ze4Tep7oqGp6dK1fUVaxqosZy6NUkKhYEoXtoURBn9OjRTJ48GYDY2FiWLVtGRUUF69evZ/jwpn9YOZZM6h+LRhn+7b7l1HRiTZ04m78hBnqfUvd94U5IGhV+3x4n1mXcrxHbP3RbjcThUtK3mkBL9hqmx46KeEM3L/08ote/W7dh0p0N3wCfeGurBnGitdFM7zk9bFuKMYV4Q3zYNuEYlfkLIJN+x5sop1KazdUW5cUP2qVxFXOUM3EAPBoLqkgzcXTRuP1uSiMtEWllJq2KfvEmftohllR1VbEmDTdO7hO2TauSM75P96sqVGvgmVLAJJxJdzRtKeaAWdI5tn0Bw+dE3m/EJbD1s+Bt+mhQGeqWNdfueykYjv7BRJQuihuH3xi2TSlTckbvM5p1vlhtLJcOvDRsm1ltZlD0oGb3UQgvxqhhcFL4ilcn9okm2tC0ohzdmiGm4cIFJ9wCy+8M3uZ1gbsq/Kw4gEFnR0wqHolNY6OfrV/YtvGJ40MqtwmC0LW1KIhTo6CggFWrVvHrr79SWBh5Gp8AiWYd715zPFZ93RM1mQzmntCT6YMTOnd5aZ0NznoBUsZI3//2LJzyr9DgSeIIOPtl0B9RRtCcDJd/EVr5qt8M6HWSVBXj7Fek1wkESFj1PAvHPYBJVTejRy6Tc1W/OYxz2KXlWXIlnHIPpIyWnoCc8VxwOXSlFs56EaLSaU16lZ4Fxy1gXMK4oO2pplQWTlkoZuIIwTJ/geg+UinfJjpYmY1GocGkbv0S6wftSsxqHzpl4KjP5dOZI87EidZKFS5yHQ1MF29lI9Ns/LqniGrP0QeohPYnl8s4Y1gSl45LC1oha9OreO+a40myNDIDtCuzpMAlnwTnpJHJ4YRboc8pkY8LOkcyXPqpdNyu72Dav4NnzSo1UhGByvzgJc/mJLjkY/jrreDz9ZsBk/4B6tZ5CDIqfhTzhs8LmslqUBl44ZQXSDAkNHBkKKVCyZwBc5jVa1bQ9hhdDK9Oe1U8TGlF0UYNCy89jv7xwdew4akWHj9/OJYmVlbt9kxJh+9D6405hRqmPyLNxDkyEGtKkO6ZL/lYmjFeX++TYdpD0ISy4PUlGhN5ctKT9LEGB8OHxgzlnvH3tMnsXkEQOo4sEAg0+26+oqKCm266iQ8++ACfT7phVigUzJkzh//9739YLI2Uw+xAFRUVWCwWysvLMZtb/0NSQ3z+APkV1eSWO3G4fKRF6Yk2qjFpu0hpxqpiylxluHwuVHItUWqjlNDN65JuEA1xFMt8eP1eNAoNVq01+PiKQ2DPlZIvWtKkZVfuSsAPKiN+uZxiTwU+vw+DxoJLoaLUXY4/4MekMmFWqCl1VRCQgVWpx6zQgedwvhu1UTpvTTUqaw8wxgeVF8ddJfVXJpOecChaPg24tLqU4upi8hx5RGmjiNfHo5ApDr83KqJ0UY2eo8hZhNfvRafUYdF03jHTnjpyfLa6QACeHgipx8OYa5p82EubXibHnsMlAy9u9S49ssZGdoWS60eUH/W5TIc2Yc1ey65Z/+HI5wF+/Dz91zPM6T+HKWlTjvq1muJgaRW3f7KJN68cw+T+Ipja2tprbNqrPRRXujlQUoVJoyTBoiXerEXRmZcctwafFypzpSpS7iopt40htuEAsKNYyp2h1ktVbXwe6e9OZYFUgUprkc4X8EnLmo3x0r/tedJST51Vys3hLANTHHic4PfiM8RR7K/GD+jVJqr9XgIEsGqsaA4/LCmqKqLKW4VcJifFlNKkH7HKU4XdbcfhcSBDhkVjwaw2o2zCtdjj81DiKoEAtf2ocFVQUl1CTmUOJrWJeH08cfq4iA/FPD4Ppa5SAoHgn6Wra4+xWWh3UWivpsDuIt6sJc6kIbqB5Y/dXmU++HzS2NNZD28rku5Jqw9fX7UWaSa4MU4aY85S6Z5XrpRmvxlipftRRxHF1SV4/V60Si0WjQ30DS+Naki+I59KdyVuvxuNQoNRbax9wOjz+yiuLiYQCGBSm4LKg5dXl1PuLkcmk5GgT0BVbxlnaXUpbp8btUIdtGzLH/BT7CzGF/BhUpuavGSrrFr6LKGUK8OWNRcEoXEt+hR7zTXXkJGRwVdffcX48eORyWT8/vvv3HrrrVx77bV89NFHrd3PbkEhl5Fk1ZFkbb3lPe2lwlXB1rJdPLf+OfaV7yPVlMqNQ67muNI8rMvvpnTWE/xptLBw6xvkVObQ19qXW0fdysDogZhqcuSYk+pm45Rlw5aP4c9XwV1F4Zw3+ap8F+/t/AB/wM/jJz3On3l/8vGuj6nyVjExeSKXDLyEhRkL2Vy0mZNSTuLaoVfTY8VTKHd+A4PPhhP/Js3sOZLfD6X7YOUTsHOZFNgZdSWMvkKaJdQCNq0Nm9ZGujWdClcF24q38dyG59hbtld6b4bfyHHxx4UGsoCS6hJWH1rNy5teJs+Rx8Cogfxt1N/oF9VPrFnuTkozpaBlM5ZSgVSZKraNZnRlVSiJ0zc9gWhDvDqpzLjSWYG35ib2MDlyojRR5Fa2X3LjZKuOeLOGn7YXiCBOF2bSqjBpVfSMOcb+FiqUYEmVvhpTVSpVtfn5YTjuKim/xrrXpQ+WSaNgyv0QP0jKqRFbb3mFuwoK98APD0LRdtCYYeRl0Gsi7FgGWz+l4OwX+XLPJyze8xmVnkrGJY5jTv85vLXlLdLMacwdPJfi6mJe2PACGws3Eq2L5uIBFzMlbQqJxsj57DxeD4cqD/HKpldYlbMKrVLLmX3O5IJ+F5Bsavg6nFuZy/s73ufzPZ/jC/iY3nM6Vw65klRTKmaNmZ6Wno2+ZbmVuXyw8wOW7lmK1+9lao+pXD3kalLNTXi/BWJNGmJNGo75hWqVBVJ11l+frhtvUx+A2EHgKoPVC2Hbp1IwdeAZ0lIqjVl6wPjDA1JpcUOstH3g6ZTgZ82hNby07U3yHHkMsPXnbyNuoh99MeqbH9woqy5jS/EWXsx4kWx7Nn2sfbhl5C1oFVqcXief7f6Mj3Z9hNPr5KSUk7hh+A3E6+PJrsxmYcZCVueuxqAycHb62ZydfjZGtZHNRZt5Yf0LZFZkkmZKY/7I+YyMHYnb7+arfV/x3vb3sLvtjE8az/yR8+lp6hkxMFvprmR7yXae++s5dpXtItmYzLzh8xibMLbRnD6CIARr0Uwcg8HAt99+y4QJE4K2r1q1ihkzZuBwtF41oNbWrZ70txOvz8uX+77k3t/vDWm7ZdBcLpBZeMdbwMs7F4e0PzLxEWb0nBGc46b8IHxxC+z9EYCiM5/htryf+aswA4CHTnyI97e/z/aS4AobOqWOZ05+hgUrFlDlrcKkMvHujLfo/dJk6emGIQau+Sk0wVzxXnjlZOlGt764QXDpktBlXs3g9Xv5at9X3PPbPSFt80fM5/LBl6NT1gXt7G47/8v4H+9tfy9k/+cmP8fk1Mmde2ldG+tW43P9O/DlLXDh+6HJwSPw+r3M+2Eep6ZNYWTciFbtjj8Asz9LZFpPBxNTjr6Kk9JZRtKGxWSNn4cztm9I+9I9nyMD/jH2n0f9Wk311u/72XSwjN/vOOWYHkdtoVuNza7M65KWPn3zD5jwdyjLgi1LgveRyeDSz6DP5ODtmatg0ZnSLJ0aJ9wCjkLYuJjC637m7+ufZGNxcKUdjULDsyc/ywsbXuDqoVdz+y+3469/DmBK2hTuGHtHxKVMe8v2csmyS3B4gu8P+1r78vwpz0eczZPnyGPu8rm1ucJq2DQ23p/1fpNmAeU58rjy2ys5aD8YtN2qsbJ41uImzyTqrMTYbCfOUvj2bsg44v5NJoMbVsN750n3t/UZ4+DyL+GlE+GICmyVZzzNS95C3t4Rej/4zIRHObXXTGTypme9cHqdvLPtHV7Y8EJI2+JZi7n/9/vZWbozaLteqeed097h6uVXU+YuC2q7eMDF9DD34JG1j4Sc7+0Zb/Pc+udYX7A+aLtarmbx6YvD5ubx+X18e+Bb/vlL6D3BtUOv5Zqh1wTNDBIEoWEtyokTHR0ddsmUxWLBZhOR1O6mwFnA438+HrZt4Y73KOk1kdd2hZ999djax0JLgZbn1AZw0EdxwBhTG8CJ18fjD/hDAjggXaA+2vURs3pL6+DtHjtvbXsXx6mHg0uOIvjrbWlKeQ23E1Y9HRrAASm3Ts5fkX/wJiisKuTxteHfm5c2vUSxM7jaR7GzmPe3vx92/4f/eJiCKlFdp9vY/6u01r2JARyAQ45cfAE/MfrWT+Ja5FTg9smOujJVDa/WDDI5akeEvDi6qHYtMw4wKs1Kbnk1O/KaV5pVELqMyjz44T6pek3auNAADkizAL5eAPUrOdrz4eu/Bwdw5AppFs7GxRA7gH3e8pAADoDL5+K9He8xf+R8Xtz4YkgAB+CHrB8ilv2ucFXwyqZXQgI4ALvLdrOlaEvEH3fVwVUhARyAUlcpn+z6BK+v8ZmFvx/6PSSAA1DmKuPDnR/iqX/PIAiR2PNDAzgAKWNh29LQAA5IM3cy3gs7S7w4qheLdoS/H/zPX09REOZ3tiHFzmIWblwYsj3RkMiu0l0hARyAKm8VL298mVN7nBrSNjphNM+ufzZku1VjJdeRGxLAAXD73Ty97mns7tBrcKGzkEf+CA0IAbyx5Y2Q+2VBEBrWoiDOv/71LxYsWEBubt0Nel5eHrfffjv33BM6I0Ho2spcZVR6KsO2efwe8pxFyAj/1LvMVUaZqyx4496f6v6dMIyfijbUfjskZgh/5P4RsS+rD61mRL0ZCqsOraIkZWTdDts/l56W1KguhV3LIp6PjR+EPB1pjjJXGXZP+A+MXr+XPEde0La9ZXsJEH7yW0FVARXuMMEmoWvavwriBzfrkIP2bKBtK1PFtkJlKgBkcjxaS+TkxrpoKtwVVHnbb2bmwEQzOpWCn3aIYKjQTTmKpNw1ljSpUmQkJfuCExi7KqBod/A+pqS6cww8g++zV0Y83epDq7Fqrewt2xtxn3V568JuL3OV8WvOrxGP+3b/t2EDKZXuSpZlRr5+/5D1A+XuhvN7VXmqWLavgXMc+IFy19HnCBOOAZEe+qWOhT0/RD5uzw/SPvXpo8isyo94P1joLKS8mfeD+VX5eMPczw6NGcrvh36PeNxvh35jeGxoZeFAIIDT6wzZPjB6IH/lR34A+vuh38N+Zih3lYd+HjjMF/CRXZkd8ZyCIIRqUU6chQsXsmfPHnr06EFaWhoAWVlZaDQaCgsLefnll2v3Xb8+NFIrdC1KWcO/JhqlGl8g8gfDkHLh9TPue12YFHXJh90+d4NlEHVKHW6fO+h7ef2LltoA9apfIJODSg+UhD+h1szRFGmLVAq9hkYRnPiv/tKqlpxP6CLKsqAiB+KvbNZhBytzsGgsaBWtnzAyu0KJUhbApg19it5SXp0FdWX4gEm0VppNdKgyl3Rr61aJi0SlkDM02cIP2/O5aXL7vKYgtKuaZKM+l5Q0tSH1rydypbTso/4Kep/r8PUR8DgxGSMn2NcoNMiRI0MW8YOnQR0+j5FcJken1EV8SKFX6YOqVtVQyBUNXjN1Sh1yWcPXb4Xs6M8hCIB0fxmO1wUN5TNU68HrDt7m86BtJLG2Ut68oidqefhKYW5/E+6r/e6Q7Qp56JgEKUG4Vhm5WqBWqQ37YDfcGA86TtGNKxAKQhto0ZVr9uzZ3Hbbbdx9991cdtllXHbZZdx9993cdtttnHXWWUFfQtdn09oirhm3aWzEKPQYVeGXjPS29MamOWKJXfoUamvI5qxjStzo2qZ1+euYkByca6m+mb1m8lNW3Uyes9Nnk7jp47odjp8HhnrJ4AyxDVcGGn0VNGPN8ZGsGitpprSwbRaNJaSkYw9Lj4gXqsHRgxu80ApdyIHDT73impcG8qA9m1hd6y+lks6tJEbvozWL/Hh0FjQRgjhRWhsy2rfMOMCoHlYyssooqnS16+sKQrvQx0h53CoOgTWtLqhzpJ4TpQo4tcdFQZ8jlkxUFkjnUqhh/SJm9pwW8WVn9Z7FtpJtnJB0Qth2hUzBqLhRYdvi9fHMTp8d8dzn9D0HeZjrsE6p45KBl0Q87pKBlzSaDFWj1DR6jqZUkxQEkkaEH2+7lsOwOZGPG3EJ7PgqeJvLTppcGzHAODBqIDZ18/Ibxepjw95Drs1dyympp0Q87qw+ZwXdV9coqy4jwZAQsj2jMIPxieMjnm92+myitKFjyqa1hZQ/r2FUGUk0RE6MLghCqBZ9er3vvvua/CV0fbH6WJ486cmQi41KruKp0f8g4bf/8tTof4bMIjGoDDx20mOh5QMNsTD1YenfPg/xO5Zz66C5gJT3ZkvRFub0D70g9rX25fjE4/nt0G+AtPTqtORJyP98Q9qh18nQ54gLlVwhXVyTRhJi7HVSzpKjEKuP5YlJT6BXBidjU8qVPDXpqZBlMbE6af8jn0iY1Wb+feK/RXb+7uLA71KZe23zbsKy7QdDAn+tJduuJKaV8uHU8OpsqKpKg/NQHaaSq7BqbRyqbN8gzohUaQyt2Bl+mZcgdGmmRDj/bWkWzro3YPp/6h6K1DDEwOnP1JU+Bqnc8czHpUSr9f35Gpz5ArjtJBTu48bBV4W8ZC9zLyanTub5v57nmqHXhF3ueffxdxOtDV9NR6VQMTt9NgOiBoS0XdDvApKNkatTDYgawGm9TgvZPjZhbMSA0pH62fpxeu/TQ7aPjh/NxJSJTTqHIGCMh9kvh443j1PKT9VvZugxvU+Wvlyhy+5j/fDkhEfC3g8+PP5+bKbmBTVidbE8PelpVEfM4AkQIM2UxhWDrgg5ZkDUAM7td27YfIzlrnKeOOmJkAePcuTE6mO5ecTNIcf0MPfgysFXolaEzgqK1kXz6MRHQx76KmWH75fb6N5HELqrFlWnAigrK+OTTz5h79693H777URFRbF+/Xri4+NJTm5Z2eb2ILL4I5XcbubsE5/fR64jl5+yfiKjMIOBUQOZnjqZxP1rUO3+Dnf/WeSmHcfG4m2UucqI08cxJGYIScak0KnKfr+Uq6YsCzLeh8oCKsZeyyGDlc/2fUmRs4jLB12OTCbj8z2fU+4qZ2avmfQw9+DDnR9S5ipjZq+Z9DP3IuW3hVBdAiMvhbiB0kU2HHsu5G6GTR+AxgQjLwdbz+BZOy1U8978nPUzGwo3MMA2gBm9ZpBgSAh7IXN5XRxyHOLrfV+zr3wfxycez4TkCSQZko75ijrdZny+MBqi+8D4+U0+xO62c8vPt3JmnzMZGObDztG65Kt4hsW6mNGrqtXOqanIJX7LUjJPvg23OfSGc8nuT9EqNSw47v9a7TWb4t4vttAn1shLlx7Xrq/bnXWbsdkdeN1QVQJbPoGAD9LGw46voTQT0qdKHxrNyeGv82XZUr6uXd9KM3kGngEVudKMnJ1fU5E+hRydkU/3fk6p287UHlNINCaxs2Qnfax96GnpWVsmON+Rj0apYXjMcOL18dh0UgDVH/CHXaJ00H6QHSU7WL5/OXqlntnps0k2JkesaFWjxFnCAfsBluxagtfvZXb6bNKt6c1KAF/iLCHLnsWS3Utw+9zMTp9NX1tfYtpo5mN7EmPzKNV8DGrK/ZfbISUwzl4r5ZmypkHiCLCmQsl+aQxu/EBKID7sAojpK91rlh2EA7/Czm+kfUdcApZUXECuI5ev933F3spsxsYMZ2LqJJJMacGVqQKBJvXP4/OQ68jl2/3fsr1kOyNjRzI5bTKJhkTsbjuHHIfYVLgJj89DX1tfelt7E6eP46D9IFuKtvDDgR8wqo2cnX42iYZEonRR5Dpy+fHAj2wq2sTg6MFM7TGVJEMSVd4qDlUeYsnuJZRWlzK913SGxQxrcDz7A35yK3NZeXAl6/LX0c/Wj5m9ZpJoSAx7vywIQmQtSsCxadMmpkyZgsViYf/+/Vx77bVERUXx2WefceDAARYtWtTa/RRaQ82FZ9vn0tO8kZdKFxNt5HXwNRRAisfL5X49l6r7IA+YwC+XZrkMvwiPqxJvdSEHKg6QWZHJsJhhDIjqh9/rRa5Sg6tSev2N70Ppfug7XcrWf9oT4PdhliswA3fGDsEf8FPpriTHnkM/Wz/cPjdapRalTMnk1Ml4/V5MahMatRFOe0zqYGMXN1Oi9JU+5aiWT4V9b+QKUkwpXDb4Mi4JXNLo+nqNUkMvSy/mj5wf8WZX6MIcRVC8Gwad2azDsiulShRxurhG9mw+p1dGsVNBXGslNT7Me/hDm7qyIGwQJ0YXHbYiRlsblWrjy02HcHl9aJQNr8MXhC6jeC/s/Rn2/wLmFOmDoCke3FUQ1Ueaiaoxw69PSwn+h5wHyaOkAE0NayqMuBiGXVh3Lax5sJM6BrPfj1ku5+74EVS4yjlgz+KDHR/gD/hJMx9eOhwIUOmuJKMwg0RDIsNihuHzu8ksz+TLvV+yv2I/JySewPjk8UGzbFJMKaSYUpicOjlivo1wonRRROmiGBE7AqBFDztqzxE3gkAgcMw/MBGAynwo2AEb3pVyRo26TAq6GJowI6R4L5Tuk8ZbDbVB+koaBfilypS1JbMD0r4pY0FTlz9HozHSU9OXm6L+jt/vQ15/XDiKpATl6xdJs31GXATxQ8AUusTpSPGGeDQKTVCQ0ul14vK52FGyA4fHQbwhHpdXWnZcMzan9pgaMjZTTanMHTI35H7VrDBj1pi5O/ruJt/LymVykk3JXDzwYi4ccKG4/xWEo9CiIM6CBQuYO3cujz/+OCaTqXb7zJkzufjii1utc0IrKjsAb50h/bfGHwulqdgjLwetKfKxALmb4O1Z4HbUrcFTqOHST3EljWJdUQZ/+/lveANSkuHvD3zPS5te4tWprzLU2k96Srj0+ronHts+l6Z1X7lcmrFQj91t5/XNr/Pm1jeDtve19uXmUTfzt5//hj/gZ1jMMJ6e/DTx+oaf4gVp5QBOyOmbeUESF7BuKGuN9N+45lemUsmVtU+zW1NtZapWXk7lU2nxqbRo7PmEq18Xo4thTe4fOL3ORpN6t6ZRPWx8uC6bP/aVcFI/MUVb6AYKtsPbZ4Cj3jLBP16EM/8HO76E6HQo2AJ/1BWWYOtnEDsALl0CliPy2tW/Fob5d5GziP/88R++P/B9bdPK7JW8cOoL3L7ydgqddf1YtG0R9467lzW5a/juwHeAdA9g1Vh5a8ZbIXkwmhPAqa+1Ai8igCNgz4PP5sG+n+u2bXwfBp8DMx8LXXYIUiBl5zfw6TXB97KGWLjqO/jhPtj+RfAxfabArCfhzZnSjPD6zvwvDDmnNmFySADn+/sg4926bVs+kZZtnfcWhHlo4vP7yCjI4Pofrsfjr1virFPqeP+09/lo50cs3rm4dvvy/cvpZ+vHs5OfJdWUCjQ8Nhu6X23Jvay4/xWEo9OiEfTnn39y/fXXh2xPTk4mLy8vzBFCh/JUwc+PBQdwanx7F1Tmhm6vz54Hn1wpTSOtz+eGj68gr7qQO1fdWRvAqeHwOPjXb//iUFUefH5DcFUMkJIqfvMPqA4u75lTmRMSwAHYXbabP3L/4MSkEwHYVLSJbzO/pYUrAgWhbWStlm4Aw90ENiC7IpsYXSzyMFUdjlarlxevx6uzRaxQFXM4d0ZOZU6rv25DUm06Yk0aftye366vKwhtwp4vXSsdR+R5CgTgq1ulBP1p44MDODUKd8Afr4TNW9WQLUVbggI4ALP7zubVTa8GBXBqPPzHw5yVHlzMosxVxn2/3ydKeAudz94VwQGcGls/hdyN4Y+pzIel80LvZVU66bp/ZAAHYO8P0utowjwo/fIW6ZzhFO4IDuDUyFojJUkOc99b6CxkwcoFQQEcABkysu3ZQQGcGrtKd7Fk1xKqvdXh+yEIQqfVoiCOVquloiK0VOTOnTuJjRVPPTsdRzFs+Shy+65vGz++NDN8m89DflU+dk9o0jaAfeX7KPdUgj/Ch8e9P0pr++tZuntpxK58k/kNp6TVJS/+YOcHFFcXN9h9QWhXB36H2IHNPizLnh02YWhryK5QYtH40CpbP+Dp0VnR2MPfiEZro5Aja/cgjkwmY2Sqle+25Ysgr9D1OUsh85fwbT6P9EBlb2h1mVrr3w4NADXA4XHw7rbQD5Cj4kbx+6Hfw3cj4GNf+b6Qao0bCzdSWl3a5NcWhDZXVSzNRI9kzcLQh5YAhzLCB0P7zYBNH0Y+X8Z7MCA0sTYBP+wPM568binwGsnal8OO58KqQspcZSHbxyaO5afsyH8fPt/7OflV4oGHIHQ1LQrinHXWWTz44IN4PNIfM5lMRlZWFnfccQfnnntuq3ZQaAUBf8NP4arDB2Bq+Rs4VqlpNIJ/5FOB4L4FwB88gydSQAikNb31k585vU78AX+Dry8I7cbtgLxNzV5K5Q14OeQ4RFwbVqZq7aVUNTz6KNSOQunvzBGUciU2ra3dgzgAx/WwkVtezfbcRv6+CUJnd8Q1MoTPKy31iMTjCPvkPuLp/D6qfaHX9cDh/0Xi9DjDJif1Bdrmb48gtIjfL81Qj8TjCD/mwgV2AJQa6ZhI3FWgjJC01x3m+hTwgSfcAuV65wtzvXX73WF3V8vVOL2R/z44vU7xsEMQuqAWBXGefPJJCgsLiYuLw+l0MmnSJPr06YPRaOThhx9u7T4KR0tjgtRxkdv7Tm34eH10cPK2+qrLSTGlhJRIrGHVWLGqG0icHNMvJLFyuHKiNcYnjSejIKP2+1NST8HS0PkFoT3l/CXd/MUPatZhuY48vH4vcfrWT2oMkFWhbJOlVAAenQ2ZzyOVGg8jWhfDwYrsNnnthgxKNKNTKfhBLKkSujqNKSR3XBCtBXpOiNzedxpom161yKQ2Mb3n9JDtuZW5Iflt6hsQPYADFcHLthMNiZjUjeTcE4T2pLPBwLMitw85P/w9b3KEaofZa6WiGZGkT5H2CSfcuFXpYOgFkc834HTQRYVsjtfHo5SHpjrdXLSZE5JOiHi6E5NOxBzpHl8QhE6rRUEcs9nMr7/+ypIlS3j00UeZP38+y5cv55dffsFgMDR+AqF96aOkRG0KVWhb78lg69Hw8aYEKQFyOCffQZTSwOWDLgvbvOC4v5OoscHQOaGNMjnMeiokd0j/qP4Mig79EKxT6rig3wV8te8rqVsqE1cMvgKNUtNw/wWhvWStkSpSWFKbdVh2RRYAsW0QxPEF4FBlWwZxpJtJjT18PrQ4Xdzhylvt+6RPqZAzPNXC99tEEEfo4mw9YMZj4aswDjkf9v8qBY+TRoW2q3Rwyr3hc3JEIJPJmJI2hQRDcBWcD3d+yI3DbwybkHRK2hR2FO8ImXl79/F3t1lwWhBaRKGEUZeHr0JlTYP+M8KPNVO8VBHuSAfXwqCzQ5OHg3R/O/LS8MshB50FpqTQ7QA9J4YP3OpsMO6GsDN7onXR3DD8hpDtuY5c+tr60t/WP6RNr9Qzb/g8orShQSFBEDq3ZgVx/vjjD7755pva70855RRiY2N58cUXueiii7juuutwuVyt3kmhFcQNgutWQr+ZdR8ypz8CZ7/UeAJWhQoGngGXLZVuEtUGiB8Mc96D467Eakzgkn4X8siE/5BuTUen1DEsZhgvT3mJkxLHo9JZYfq/4YznIaq3dHyvk+GanyB5dGhX9XE8f8rzzB8xn1hdLAaVgZk9Z/La1NdYtHURCpmCs/qcxQenf0CKKcxFUxA6StYaqRpMM6uvZNuzsWqsaBWtH5DMdyjw+GVttpzKp9bjV6hRV4YP4sTqY3F4HB2S3PS4HlFsziknt7yBpSaC0BUkj4Yrv5U+3KkN0rX0tKdg6n1g6yMlNT7pdph4G5gSpaDN4LOl6350erNfLtGYyNsz3ubyQZdj1Vgxq82ckHQCg6MG8c7MRRyfcDw6pY4UUwp3jPknt42+jRRTCj3NPdEpdYyOH827M99lTMKYNngzBOEo2dLgmh9g9NVSIMWcBOPnw9xl4YMxIAVQpjwgVZWKGyTNJO85Ca75Eaw94MpvYNyN0oNTnQ1GXwNXfy+1XfsTpE+VHopGp8Osp+G0J8AQHf61LMlw+RcwYQEYYqTZdiMvk85j6xm+e4cfdD43+Tn62fqhU+oYHD2YV6a+Qg9TD56Z/AzXDLmGGF0MBpWB6T2n895p75FmTAt7PkEQOjdZoBkLIWfOnMnJJ5/MP//5TwA2b97McccdxxVXXMHAgQN54oknuP7667n//vvbqr9HraKiAovFQnl5OWbzMTh9sLpCWoMrU4AxPvzThhpVxVLm/PIc6YmFOVn6cOpxSmuAkYH9kFQ20ZIG+mgOeSvxBvxo5Eri1RbQWYPPWZkPfh8BlYF8v1NKiuy2k2JMIUobFTSl0+f3UVxdTCAQwKQ2oVaoKXGWECCARWNBq9S2yVvUHgqrCil0FlJSXUKCIYEYbQxWrbWju9XhuvT49PvgsR4waDYMCzPzrAFP/PkE3oCXs9PPbvVu/XFIw32/RXPnuBKsmrbJHxW/+TOqLcnkjbo4pK3UVcYrm15hwXF/Z0jM0DZ5/UgqXV6uf2cdD5w1hMvGNTLjUGhQlx6bnVlFrnQdrSqRZgEY4kBvi7y/PR+81VKOG3eldKwpUfqQJ1eBSg9ep5QzQ2uRAj4uu5QItSRTarekSMcoQpdeHMnj81BSLRUfsGlttTlviirzcfqqkctkJJvrPgQWO4vx+D3olDosmuClzlWeKoqri8m2Z6NRaEgyJBGri0XZhH60lQpXBSXVJRysPIhJbSJeH0+8Pr5LlSEXY7OFPE6p+mrJPune1tZLui9WNXJvWbJfuu+tKpYCKvoYMB+eteZ1Q1WR9G999OF75cO/Z85CDtoPYtZYiDckEqePa/z3zOeRyo0TAK0N1Lom/WglzhLcfjdahTbo3rLaW01+lZTw36wxt9kMnPpjXS1Xk2xM7vCxLgjdTbNGU0ZGBg899FDt9x988AFjx47l1VdfBSA1NZX77ruvUwdxjnlac9PWxlccgs+uD54CGtUbLv4YYtKh9AB8cDHkb5EuerMXwkeXklS0u27/tBPg3NekJwo1jPH4A362F2/nph9vCqosdUbvM1gwegExuhgAFHJFyDTsOEPXn5adWZ7JjT/eyEH7wdpt45PG89AJDxFviO/AnglHpWCb9GGpmUmNAwTIsmcxInZkm3Qrq0KFVuHHom67BOAevQ2tPTdsm0VjRi1Xk23PbvcgjlGjZFCime+35okgjtD55G+F986HinqJvwecLi0zNiWEP8YUD2VZ8NHlkJtRtz1hKMx5H8wWoF7wxFEEv78Avz9flwxVa4HzF0GP8bUfMiNRKVRhr0sxxvDXqmhd+JkFpdWlvL/jfV7d9GptomODysCTJz3J6ITRHfJQpshZxNPrnubLfV/WbovWRvO/U//HwOiBYZeNCd2Esww2fwzf3iVVdwNp6eEZL0D/maAxhj8ud6N071ted/9G3+kw60kpCKtUS7N66imsKuSJdU/wTWbdSoZYXSwvnvoi/aP6NxzIUajAnNjsHy8qTM4cAK1SSw9z214Ly6rL+GDnB7y08aXasa5X6nn8pMcZlzhOpEAQhFbSrCtUaWkp8fF1F+6VK1cyY8aM2u/HjBlDdnb7J7AUWpnLDt/eHbqGt2QfvH++dAP58VwpgAMw6R+w/A6oH8AByPodlt0mzf6pJ8+RxzXfXRNSGvzLfV+yZNcSvI1V4ujC8qvymff9vKAADsDqQ6t5bv1zOBuqMCJ0bllrQK6EmL7NOqy0upRKj6PNApRZdikfTls+WPboo1HbC8JWzJAjJ04fS5Y9q+060IDjekTx+95iKqobqJInCO2t/CAsOis4gAOw4yv49VnwRliaXlUCS64JDuAA5G2GJVcffmpfz76f4bdng8dmdTm8f17wB9E2tj5/fdCHOpBKmd/8083kOcIvxWxLXr+XJbuWBAVwAIqri7nmu2s6pE9COyrcId2f+upVdPI44dNroDQz/DElmfBemHGz+1tY9XTYSq8en4fFOxYHBXAACp2FXP3d1d3y9yyjMIP/ZfwvaKxXeau49edbOeQ41IE9E4TupVlBnPj4eDIzpT9ubreb9evXM378+Np2u92OShUmea7QtTgKYdvS8G0l+6Tp3zUBHLlCemJYtCv8/ru+kc5Xz+aizVRGKJ+4aNsiipxFYdu6g7zKvIgXsWWZyyiq7r4/e7eXtUZa697Mp0w11Vzi9W0zC6stK1PV8OijkPm9qI/8AHlYnD6OrIqOCeKM7mnD6w/w846CDnl9QQiraHfItbHW+rekpcfhOAoh+4/wbQfX1i3lAKgsgJWPhd/X54Ftnze5u0ejxFnCixtfDNvmDXhDAintochZxKJti8K2VXoq2VK0pZ17JLQblx1WPh65ffX/wgdRi3dLYyqcjYvDjtkiZxHv73g/7CEV7gp2lu5sSo+7jNLqUhZmLAzb5gv4+GzPZ6KcuSC0kmYFcWbMmMEdd9zBqlWruPPOO9Hr9UycOLG2fdOmTfTp00AZTKFrcDvCPlGvZc+rm2qqMoAzfGlh4PC6fUfQpv0V+yPuXuGuwOPrvk/M86siV8rxBXw4vWImTpeV9buU7LC5h1VkoVfq26QMbyAA2RVK4to8iCMtoVCXhw9Qxunjya/Kx+1r/8T3MUYNvWMNfLu1+z3xFLqw0v2R2zxO8FSHb3OFfwAStt3vkWbORpLfPoEKj9/DocrIT+D3lO5p9xm4Hp+HCndFxPbMigizMYSuz+OEsv2R24v3hB9/JQ0c460Gb1XIZrffjcPjCHOApOYhTnfh9rnJceREbN9btjekgp0gCC3TrCDOv//9bxQKBZMmTeLVV1/l1VdfRa2uK3P3xhtvMG3atFbvpNDONOaGZxPY0uqWSLnt4cs01lCoQnLwDI6KnDMkXh/frdfLppoil57WKrQYlIZ27I3QasqypTxScQObfegBexZx+ljaYrVTcbWcKq+c+DYO4vhUWnxqQ8S8OPH6OPyBANmVHbPcdnSPKH7eUUi1p23fB0FosrgBkdt0NlDrI7RZIxckkMmCiwkotQ3n6OpxYmO9bBVapZZ+tn4R24+LPw6lvH0TnqqV6gZLnzd0nyJ0cWojJI6I3J48Ovz4a+j6rrVIDzWPoFFoiNZGqEAFDIhq4O9AF6RX6cOWMq8xKm5UbXJ0QRCOTrOCOLGxsaxatYrS0lJKS0s5++zgSioff/wx9913X6t2UOgAxjgYc234ttTjpeoZ/aZL3wcCUnLGHieE33/UXGn/etJt6RGXjtw04iZidQ0Ehbq4OH0cg6PD3xxeMvASYvXd92fv1mqWN8S2IIhTsZ94fYQkpkcpq0Ja3hpnaPun3G59FJqK8EGcGH0MCpmCA+Uds6RqbK8onB4fq3aL5YpCJ2HrFTl/1oQFYIyQzNQQAwNnh28bcCbUv4boo2FKhHsyrQXSpzS5u0fDorFwy6hbwrYZVAZOSTulXfpRX5wujvkj5odti9fHk25rfll2oYtQ66UxFi5xtUINY66WHkAeyZomlRUPZ9yNYA4tTR6nj+OGETeEPSTFmEJPc89mdLzzM6lN3Dzy5rBtOqWOaT3Fg35BaC0tSr1vsVhQKBQh26OiooJm5ghdlEoHJ94iXZRqIuYymZSx/7w3pGpTpz0FQy+QcuKsegpOvBX6z6p7QqhQSYGgk24PeaKRYEjg9emvMzx2eO02g8rAbaNv4+TUk7tUac/mitZF88zJzzAxeSKyw3Mv1HI1cwfP5bJBl4knFF3Vgd/Bkhr8FLwJKtx2SqpL26wqWVaFEpU8QJS27SpT1fAYotFEWE6llCmJ0cdwoIGllG0p2aojxabjmy3hg0yC0O5MCXDJEuhZtyQdlQ4m3QEjLoIw91iAFHyZ8QgMv0i6/oL032EXwszHQBdc1pukUXDOq6CvV60mbhDMXSZ9KG0n/Wz9eOKkJ7Bp6sqn97b05s3pb5JoaH71naMlk8k4OfVkbht9G3pl3T3K8NjhvD79dRIMbRNYFzqJqN5wySfBlaRsPeHyL8AWoXqTrQdctDh0zJ74dxh5KahCZ5HLZXKm9ZjG30b9DZ2yrjz4qLhRvDLtlW5ZkTTdls7TJz8dNAOpl7kXb814iyRDUgNHCoLQHLJAB2aYeuSRR/j000/ZsWMHOp2OE044gccee4z+/SNPxVuxYgWTJ08O2b59+3YGDGh8WmJFRQUWi4Xy8nLM5iaU2u7kSqtLsbvtyGVyLBpLaF6NygJwVYBcJT2Vi1Q2MRy3Q1oi4qoAtUGaUeM5vO5XqcWrMVNYXYzL50Kr0BKrtqBwlkjHac3SjB5VhCnhSGUIS12luHwuzGozsbpYVPWefjicJZS6yvD5vRhVBqJNyRHP1aL3pgNVuCoodZVS5anCpDYRo4vpkBKrnU2XHZ8vjpOCOCeEf9ocyeaiLTz919NcN+w6bBprq3fruXUWNhWqueW48lY/95EMhbuJ3v0Du2f+G79KF9K+PHM5Ja4SHjjhwTbvSzgf/5XN91vzWXfPFDTKCB+QhYi67NhsL65KKamw3yctSTY2cValsxQcxeCpkgI0xoSwHwYBaearPQ88DmnphssufWlMUlBIG+H/F78P7LnSa6lNFCgVVAV8qBVqorXRDS9hdpZK5ZiVGnJlfhzeahRyBVa1FZvOFvm4MHx+H4XOQspd5SjlSqwaK9G66Nrt1d5qNAoNsbpYlIr2WV7l8XkodBZS4a5Ao9Bg09iwaq3t8tqtRYzNFgoEpHFRVSI9gNRHS+MIwO+HsgPSuFRqwBgvjTM4fExp3Zg1JdbdW9eMF5DaDgdPj/w9i9JEYdEeDrh6XdK9us8FSr3UB3njz9gLqwqp8lahlCmxaW3oD99ve31eCp2F0r25UkusLhbF4YBvpbuSMlcZvoAPk8oUVIq82FlMpacShUyBTWvDEGZ5WFP5A34Kqgood5WjkCmwaq3E6GJafD5BEEK17yLkI6xcuZKbbrqJMWPG4PV6ufvuu5k2bRrbtm3DYGj4j8fOnTuDLlaxscfWMhSPz8PO0p08tOYhthVvA+CEpBO4Y+wd9DT3ROapgpy/4Ov/kypHyRUw4AyY+oD0tKExjmLY/gX8/LBUDUNtgFFXQNp4+PQais96gSWeQt7a8T52jx2z2szVQ67mrPSziI5uWnJrq9Ya8WYpuyyTp/56mp9zfsEf8JNuTefu0f9gcPRAdI3cYHl8HnaX7ubBNQ+ytXgrAOMTx3PH2DvoZenVKWb6mDVmzBpxs9UtOEuhYAf0nd7sQw9U7Eer0GBtgwCOdP62r0xVw22QnrppynNwxoQuRUgwJrC5eAtun7tDZpyN6xXNp+tz+G1PEacM6H5PP4UOVJIJ390NO7+RigLEDYJZT0HSSOlJfUN0NumrMVWlsPdH+P4+OOk2KM+GP1+H6jLQWqXZsyMvkx6eHEmuAEsK5VoTqw+t5qm/niLPkYdarmZ2+myuG3Zd6IwAvx+KdsKy26jsNZGtfSfx+Lon2VW6C7lMzoSkCfzfmP+jt6V3U98lFHIFCYaEoFkuJc4Svtr3Fa9ufpUyVxlGlZHLBl3GBf0vaJcPfSqFiiRjEkmIGQLHHJlMmoljPuL/+/JDsOcHWPEfKWCj0sGwi2DC36TZOKZE6au+mvHy9W1w4FdpW8pYOP1piB0Y+ffMnger/yuNZU+VNH4n3y3drxvC59Kp9FSSkZ/BI2sfIcuehVKmZHrP6dw66lZUChUf7fyId7a9Q6WnEqvGyrVDr+XMPmdid9t5fN3j/HJQuq/uZ+vH3cffTbo1nZ2lO3n4j4fZW7YXuUzO5NTJ3Db6NlJMoUvEmkIuk4eMdUEQWleHzsQ5UmFhIXFxcaxcuZKTTjop7D41M3FKS0uxWq3Nfo3u8sRib9lezv/y/JAs71aNlQ9O/4Dk0hx4Y5r0pCFohx5w5TfSkqhIfB7442XppvRI/WfiGHERzxat5YN9X4Q0zx08lxtH3Bg0bbS58iqyuPTbq0IqOcllct6b/hZD4kc2ePy+sn2c/+X5uP3uoO0WjYUPZ31IcjNn9Ajtp0uOz53LYfEcOOe1uqd4TfTfjP9S5Czmwv5zWr1bgQCc93kCE5KdnNKjHaqeBfyk/vE6hYNmUdo79O93XlU+b299m7uOv4t0a/vnmwgEAtz+ySaO7x3F0xeMaPfX7+q65NhsD+UH4fWp0qzV+mRyuPYnKZBztAIB2PQhfHa9FKiRK+Cvt0L3O34enHIvaEIfggUCAb7J/IZ/rvpnSNuI2BE8O/lZonX1PjSWZMLLE8EYx6YL3uDyb+fiCwQHhOP0cbw5/U3SzC1bluXyunhl8yu8sumVkLZz+p7D7aNvx6huxuzhY5QYm63I54X1b0kPQI/UcyKc/RJYwgQ2asaLyx68XaWHeb9CuIebVSXwxc2w46vQthmPwphrwubmWZO7hmu/C81bOX/EfA5WHmTpnqUhbe/OfJcFKxdQUBVcIl0hU7Bo5iLm/zifUldwpdlEQyKLZi4SgRhB6KRalBOnrZSXS1P+o6KiGtkTRo4cSWJiIqeeeio///xzW3etU3F6nby26bWwZfrKXGX8uP97AhnvhwZwQJoeemhDwy9gz4OVj4Zv2/kNxbH9+CgzzEUHeHf7uxQ7ixv7ERq0Pm9d2FLc/oCf5zL+i91RGPFYp9fJ61teDwngAJS7yvnuwHf4GyqfLgjNlfW7NA3b2PzZHZnlmSS0UVLj4mo5Do+cBEM7VWSSyfHoo9GUhy8vGquLQSlXkFm+r336cwSZTMa43lF8tzVfVKkSWs+B30MDOCDNyPnhgbqlFUfDngs/HE5QPPB02PBu+P3+fBUcBWGbCqoKePqvp8O2ZRRmkOuoly/K54UN74HLTvHUB/jvxhdDAjg151ybt7ZZP0p9Rc4i3tryVti2z3Z/RnH10d1LCEKzlWXBikfCt+1fBZWh96bSeHk3NIAD0uyaP16WlkwdqbIgfAAHpD7Y80I2lzhLeOLPJ8IeMih6EJ/v+Txkex9rHzIKM0ICOAC+gI//bvgvZ6afGdKW68hlU+Gm8P0TBKHDdZogTiAQYMGCBUyYMIEhQ4ZE3C8xMZFXXnmFJUuW8Omnn9K/f39OPfVUfvnll7D7u1wuKioqgr66Orvbzp/5f0ZsX3XoN6ojJUUE2PN9wy9QXRb+YnRYaXVpxECI1++lzFXW8PkbsTJ3dcS2DYUbqfJFnlVQ6a7kz7wG3pucVVR7q4+qf0Lr6Rbj88Dv0vKJZi7TK3eXU1Jd2mZPufaXS0/w4tuhMlUNtyEabVn4MuIKmYJ4fQL7yjomiAMwvncMlS4vK3dFDgQLkm4xNtvDzmWR27LXSPlrjpbLXveBzusCf4Qx7fdBVfjAR5W3KuzDkRo1y7IBcNth348AOGxpZBRmRDzu90O/4/O3LCha7i4P+8AFIECAwioxTsMRY7MNuSvB0UAVw9wwQQ2XHfb9FPmYzJVSbskjFe+JfEx1ufR1BKfXya7SXSHbVXIVFe4KAoQ+vE23pjcYjMkozKCvNXylvF8Ohv9sJQhCx+s0QZz58+ezadMmFi9e3OB+/fv359prr2XUqFGMHz+eF198kVmzZvHkk0+G3f+RRx7BYrHUfqWmprZF99uVSq4Kyvp+pDhdLEpfAzdVlkbeg0aWQmkbWeOvUTSQJLEJkvRh1vQfFqWNQk7kD8tquTp4SvgR4nRxKOUdmgpKqKfLj093lTSzLT5y4DmSzPL9AG0WxDlQrkQtD2Brh8pUNdzGWDSVhch84T+YJRkS2VPWwI1rG0u26egZreeLjPBVtIQ6XX5sthdrz8hthliQtUISbaWmrhJVuNLH9UW4PqvlapSyyNe+oPwzCg0czpEj9zgbud+Iq02a2lyN3SscTWLV7kyMzTak1IYvPV4j3IxbZd14CcsQJ42pI+kjjysAVKHFLhRyBUZV6BJDr98bMY1BpbuSKG3kFQ7R2mgq3OEDgUlGkStKEDqrThHEufnmm/niiy/4+eefSUlpfhKtcePGsXv37rBtd955J+Xl5bVf2dnhnxJ3JTatjauHXh2x/aKBF6OKCR9VRyaDQaHTJoMYoqFX+JxEGOOI8kMPc/gSjH2tfRu8WDTF6b3PqC2/faS5/S8kxhg5p41Fa+HqIZHfm0sGXiLKeHciXX58HlwrPRWPH9zsQzPL92FQ6bFoLI3v3AL7K1TEG7zI2zGPt9sQAwE/morwpbyTjckUV5dQdsTa+/Y0vk8MP2zPx14duhxVqNPlx2Z7GX5h5LYTbmnRMssQhlgYdLb079IDEBuhgmdMP9CHTwZs09qY2Wtm2DadUkf/qHrnVOvhhJsBSFr3FhcPiPwznpV+VuP9jyBKE8WgqEFh25KNyaKaTQRibLYhfRT0Cz9O0FrCjz21XkosHsmEW8NXjrOmgiHC73jvU8KO5RhtDBeGGY8BApRWl4Yt4f1H3h+cknZKxO5dNOAilmWGziiUIYv4N0MQhI7XoUGcQCDA/Pnz+fTTT/npp5/o1atXi86zYcMGEhMTw7ZpNBrMZnPQV3cwOn405/Y9N2ibDBm3jb6NNFMaDDkvtFqOXAHnvA6NJfbV2eDMFyDqiKoTWiuc8Tyx39/Pc6NuD3k6F6eP46mTn2pwJkxTJOrj+Pe4e5Af8TTk1OSTmNZzBrJGSi+OihvF+f3OD9omQ8aC4xZEDD4JHaPLj8/9v0nlhK3NT+y5r3wfiYbEBuaVHZ3MciXx7ZUP5zCPPpqATI627GDY9pqnentKO242zol9onF7/Xy7NfLSEqEbjM32YkmB2QtDn94PPFP6ao1qiGqDVFkyfij8/jxM/09oEnVjPMx5F0zhg0Z6lZ5bRt3CANuAoO06pY4XT32ReP0Rx8UNhEn/RJ6xmFNjRzE5dXJQs1wm51/j/nVUOb1sOhuPT3o8ZDaiTWPjhVNeIFZ/bFUdbSoxNtuQIQam/1v6/a9PbYQLF4MlwrU+dgBMCk0azvibIDFCcnNTElzyiRQcqi+6D5zxLOisIYcoFUouGnARYxLGBG+XK0k2JvPCqS9g0wRXu4vRxZBiTOHBEx4Mua+e1mMaU3pMIUYbHDBSyBT8Z+J/Qv8uCILQaXRodaobb7yR999/n88//5z+/eui2xaLBZ1OmhZ45513kpOTw6JFiwB49tln6dmzJ4MHD8btdvPuu+/y6KOPsmTJEs4555xGX7M7ZfEvd5VTWFXIn3l/oJarGZ04lmhddN1US0cRVORIOTt0VkgdJ934NVbytEZFLhTvhkMbIaqXdFFzFMHBdZA4nLyoVPbYs9lXvo90azq9rb1bbWmI01lGkauE9Xl/YnfbGZ14PPG6WGzGpp2/3FVOobOQP/P+RCVXMTp+NDG6GFHpopPrcuPzjZlAQCoJ2gwBAsz/6WZGxY7kxOQTW71bPj/M/iyR6b0cTExp3xxQCZuW4LT1IG9k+Kf3L296mdEJY7h4wMXt2q/6/v31NsxaFYuvG9dhfehqutzYbE8uBzjy4cBqKT9GzxOlD2hHlgj2uqR2pQY0psbPW5PfRmOVctV5q8FRCHlbIHG4lPC4aDfEDZBmCISrmnOEImcRB+0H2Vy0mXh9PIOjBxNviA+/zLi6XEq+euA38nqMoyjgYW3enxjUBsbEjyFKF4VVY23852hEviOfzPJMdpXuopelF+nWdBKN4R/MCaHE2DwKfr80jpCBpd4sltIDULYfcjLAmiKNN0uqNHYjqRkvmasAv1TNyhgfNhgT9PoVOZC3WapwlTQcovqAueHf/2JnMbmOXDYUbCBKG8Xw2OHE6mPRKDTkVuayp2wPmeWZ9LP1o5elF/GGeKq8VRRVFbG+YD0Ot4PRCaOJ08dh09oodZaSX5XPuvx1mNQmRsWPIkYbg66pnxcEQWh3HZocZOHChQCcfPLJQdvffPNN5s6dC0Bubi5ZWVm1bW63m9tuu42cnBx0Oh2DBw/m66+/5rTTTmuvbncalmo7lh3fkp69Vnra5/RC75OhJohjiJG+Eoc3/+TVdqgqgq2fSYGb/C2Hp5L2g7TjAUgAEiw9mJAyodV+pho6nZVUnZVUa+/Gdw7DorFg0Vg6pJSxcIzwOCFnHYy6otmH5jvyqfJUtdl680OVSjx+GYntPBMHpLw4utKsiO0pplR2lYQmZmxPE/vG8PLKfeSUOUm2iptU4ShpDKDpHTp7tYbXI30gXLMQslaDKREmLoC4waC3he5fkQM7l8N66eEVQ8+Xrr1rXoZRl0G/aWCMg8Sh0r+bIUYXQ4wuhhFxIxrfWWuRvmL6Std7YEjs0Ga9XlPEG+KJN8QzLkkEVYV2VJIJ27+ALUuk3FUjLoK+06QArM8Nu76DsmzI3yoFY/TRDQdx6o2XJpPLpWVV1ublNYrWRROti2ZITGg+vkRjIonGRCamTAzarlfqSTOnkWYOnU1k09mw6WwMiB4Q0iYIQufUoUGcpkwCeuutt4K+/8c//sE//vGPNupRF1KeDW+dDqX767Zt/QzSxsH5b0k3iUcjZx28d15wFYxNH8C0h2HkpQ0/WRCEY0H2WulGrwVB0j1lewFIbKMgzr5y5eHzt19lqhpuYxzGvG3IvNUElKGJGVOMKXxbtJwqrwO9smMSlx7fK5o3f9vPp38d5OZTm3HDLQgtkb8J3pxZV2a4YBvs/REm/wvGzQuelVOeI117C+pVi8rNkCrgTfonfHwFDDgDTn8GjGK5kSC0SEmmNM7qV4g6tB4S34NzXoGXJwaXBd/8IZx6L4y9rmmz6ARBENpYp0hsLDSTzwcb3g8O4NTIWgM564/u/KUH4Mtbw5cx/fF+aTq3IBzr9q+Snrq1KB/OXmJ00WiPspJbJJllKiwaHwZV+6+WdRnjgEDEUuNp5jQCwM6Sne3ar/q0KgXjekfz4bps/P4OW1EsHAschfDFLcEfCGuseBgqj7ie7v4uOIBTo2AblOyDxBGw40so2dsm3RWEbs/nhS2fhi/xnZsB+1aCrWdo20//Dh2vgiAIHUQEcbqiqiJpVkwkf70pLfVoKWcplB0I3+bzSGvwBeFYt2+lVFq8oXKkEewq3U2SoZEE40dhX5mKhA5YSgXg0dnwK9QRl1TZNFasGgvbS3a0c8+CTe4fx8FSJ6v3FXdoP4RuzlkmLUcOJxCQnv7XqCqFDYsin2vHV9KSaYCNDdwDCIIQmT0XtnwSuX3753XjrL6AH3I3tFm3BEEQmkMEcbqiRotdyJqy01G8fjvWLBaEzqi6AnL+atFSKoe3ikOVh0hurErcUdhTpiLJ0P5LqQCQyXAb49CVRggEAz1MPdhaFOGDbTvpF28kxabjvT8i91MQ2l4zrqcyGRCo929BEJqt0bEjkwKsYYmPTYIgdA7ir1FXpI+BEZdEbh99NahCc1E0mc4Gtgjl3hVqiBY5JIRj3IHfIOBrURBnX9leAgRIMbZNEKesWk5JtYIkUwcFcQCXKR5dyX5qP3AeoZelF7mOPEqcHTcLRiaTceqAOL7dmk9BRftW8BKOITobJAwL3yaTQ3K98sN6Gxx3ZeRzDTwT9v4k/Xv4Ra3XR0E4lpiSYNicyO2DZteNs/pkcql6lCAIQicggjhdkVwBwy8MXwmj50RIGnF057f1gDOeA4UqtG3aw2AQyRSFY9zen6VqFabmJybeVbobg0qPTRvVBh2TZuEAJHdAUuMablM8CrcDlSN8kKaHpQdymYxNRZvauWfBJvaNRSmXsXht+Pw9gnDUDDFw5vMQrlTvqfeDIS54W/qU8EGfhGFSieO8zTD43MgPWgRBaJhcLgVqYsNUYkoeDb0mQvnB0LYpD4aOV0EQhA7SodWphKNgSYErvoKd38DG96Wyh2OuhR4ngin+6M+fMhquWwl/vAy5G6XkreNvkgJHOsvRn18QurK9P0kJRluwpGFn6U5SjClttuBxT6kKrcKPTetvo1donMuUAMjQFWfiMcSEtGsVWpKNKWQUZHBy6uT27+BhBo2SiX1jeGfNfm44uQ9qpXiuIbSB+KEw7zcpj035QWmm7LA50odIjTF4X3MSXPwh7Fsh5bcDGHahdM1f9wZc9CEkjxKVqQThaET1hIs+gD0/SnmpZDJIHS8FcMzJcMNv8OcbkPW79P0JN4cfr4IgCB1EBHE6kMPlpcDu4rc9RVRWezkhPZpkq45oYxMr1liSYew1MPRckCmkcsflB2HjYlAbpcRspoSWXXTUBmka+Pj54HaAUiuVVdRHN/9cLeGqhMp86UbWVSH9LJYUMQtI6HhlWVC8G4ac2+xD3X4PmeWZnJwyqQ06JtlbpiLJ6EPegSkz/EoNbkM0+pJMKtLGhN0n3ZrOrzmrcPmq0SiOYvnnUZo+OIEfthfw5cZDnHtcSof141hW6nCTV1HNqt1FqBQyJvaNJc6kwawLMxu0K1IoQaWHnhPg4Fqw9gBTonSdDsecBCMuhv6nATLp2ltdLj2kqbmelx+UZuXkbYGEwYdn6kT4/XUUSvvvWwEas3Q9NcaLD6TCUat/H2uv9nBiekzz7mM7ktYCPcaDp0paKpU6BnRWabxGp8PUB8Bll+5/1frGz2fPB0cB7P5eSoKcPkUaZ+bENv9RBEE49oggTgexV3v4YuMh/rV0S1D+tFMHxPHIOUOJMzfjQ43OJl08vvo77Py6brtMBjMel5Zeac3N62BJJiw6U/rAWkNjgss/h8SR0nTUtuKyS+Ufv7o1OLlc32lw5gtSYEoQOsqeH6WgaQuWLe4t24vX7yXV3Pyy5E21s0RF/yh3m52/qdymeHQNlEHua+vLz9k/s7FwE2MTxrZjz4Kl2PSMSLXyyqp9nDMqGZlIGNuuiitdPLZ8Bx+tC16+cOupfbnyxJ5Y9eoO6lkrKsuCd84OLmms1MKln0Lq8dKHxnB01rp/6211/y7YAW/PAkdRvfZomPs1xA0MPoc9D764WSpdXkMmg9OflQLRGlNLfyrhGFdZ7eHLTbnc9dnmerdqO5ncP5bHzhtGnKnjgvONqiyEnx+um+0G8N3dMPE2ada5PkpKKaBv4rLnikPw+/OwZmHdtp8egpGXw8l3SA9dBUEQWpGYO95BDpU5ufuzLSEJ8H/cUcCyzbkEImbGDyMQkEqP1g/g1Gz/5vbgQExTVJXC5/NDj3PZ4b3zpfKMban8IHx5S2h1gN3fScGd5rw3gtDa9nwPsf0jP0VvwPaSbehVemJ0oUuMWkOZS05BlZLUDkxqXKPanIi6sgiFqyJsu01jJcmQyNq8te3cs1CnD0tkZ56dlbsKO7orx5w/95eEBHAAnvtxN3sLHR3Qo1bmssPyO4MDOADeanj/guZfTyvz4cNLggM4AFXF0nZ7ft02v1+6ZtYP4IB0Df3y1vB5PwShiQ6VVXPnp5tDbsl+3lnIlxubeR/b3nLWBQdwaqx6Egp3NP98BduCAzg1NiySlmsJgiC0MhHE6SCf/BX55unVVZkU2l1NP1llAfz+QuT29Yua0TOgqggO/BqhrRjK2zgJ6MbFkdtW/1e6iRWEjuB1SUmNk0e36PDtxdtJNaYib6OMOLtLpOUnKZ0giOMyS0mfdUX7Iu7TP2oAmwo34vBUtle3whqUaKZvnJH//rSn8Z2FVlNW5eallZF/P974dR8ur68de9QGHEWwc1n4NnclFGxv/vmODAjVKN4rLZ2q3bdAumZGsvGD5r22INSzZEPk+9jXVu1r3n1se3KWwa/PRG7//b/gcTbjfKXwx0uR29cslO7TBUEQWpEI4nSAQCDAobLIF4jSKje+Zs3E8UrBlUjsh8DfjBthbyPldp2lTT9XS5TnRG6rKm7ezyIIrenAb9L6+ZTmB3GqvFVklmfS09KjDTom2VWqQq/yE9WBSY1r+NQGPDorhuLIS6oGRQ/CHwiwJndNO/YslEwm46wRyaw7UMrve4saP0BoFR5fgGJH5A96hZVu3N6O/10+Kj63lB8jkqpm/r55Grk+179++30N3xuImTjCUcht4D62xNHM+9j25HM3PO6qCqV9mspT3fA4qypu/L5aEAShmUQQpwPIZDKmDY6c12VszyiMmmakK9KYpYSHkfSfJZUlbyqtVTpnJNF9mn6ulhgwK3Jb2gkiGaPQcXYskxIVtqC87/bi7fgCfnpZ2q408PZiNSlGb0uKZrUJlzkJfdHuiO1GlYF0ax9+zloBdOwN/6g0K71jDTz93a7OvQygGzFplUxMj5ys/pT+cRjUXTx1n8Yo/c2IJGFo885niAZ5hPdErgwuPqA2StfMSBq61gpCIxq8j+0V1XnHrtYCvU+J3N53evOWS+ujoWcDxQp6TgB92yyhFgTh2CWCOB1kTM8okq26kO0KuYzbZ/THpG1GVQ6NCU75V/gbO3MS9JzYvM6ZEmDy3eHbhpzb9hWiUsdKJc2PJFfA1PulC7AgtLdAQMo7lTK2RaXFNxdvIUobhUXdNr+//gDsKFbTw+xpk/O3RLU1GXVlIQpnecR9jos/jkOOQ2wt3tqOPQslk8k4/7gU1h0oZcVOkRunPWhVCq6Z2AutKvRWxKZXcfqwROQdWWatNRgTYepD4dv6nCJVqWoOQxyMuzF82/HzwBhX973OIl0zwz3EsaRKSZUFoYVGpdlIsYW/j/3njAGdt7qcUgPjbpAqxh1JZ4Oh5zfvwadSDSMvCX9vqjbA2OuaVt1KEAShGUQQp4MkWXUsvm4cpw9LRHH4JnVosoVP5o2nT2wLZprE9IWrvoWkUdL3cgUMPhvmLgNrM8vmKlQw7AKYvVAKAoF0cZr0T5j+iHSRa0uWFLjiKxhyfl1gKnEEXLkcYvq37WsLQiSHNkgVKNKa/8EnQICNBRvpbendBh2T5NiVVHrkpJk7Ph9ODZdZqshhaGA2TqoplQRDAl/t/TriPu1leIqVQYlmHvlmO15fF1/G00WkRen59IYTOb6XdF2RyeDUgXEsueEEUqK6wQcfuRz6TYfz35ZKi4P0lP+EW6RrrKGZT+jVejjxFpjxSN2xhhiY/h848W/Sh8b6YvpL187EEYf7o5SurXO/EhVzhKOSZNWx+NpxnDUiCeXh+9ghyWY+vn486XGdfMa0tQdc84M0SwakPzx9p8HV34V/iNiYqD5w5TdSYLbmIU/PidI2W9td9wVBOHbJAsfYvPGKigosFgvl5eWYzc0su90Gqlze2rXDJq2SKIPm6E7oKAZXhRTE0UeH3tA1RyAgVc7wVoNCDcaEyKVQm6CsMp8SVxnVXicWjYVoXQza+uVNKwuldco+N+iipbLo1WXSun6Nqfk3u0KX09nGZ5AfHoA/X4ML3mneUzogy57Ffb/fz5z+c+hpbpucON9m6nh2nZX7TyxBq+w8f9YTNn1CtTWV3FGXRNxnd9luPt39GQuO+ztDYpq5vKSV7S2s5F9Lt/Dw2UO45Pi2y1/U1bT12CyvclNe7UGGDKte1bzZqF2FPU/KqaVQgSFeeoLfUtUV0vXZZZeuj6aEhmepOoqkfWUykCnBWSKVOTfENKmMstfvpbCqkDJXGUq5EqvGSqy+jWflCk3S0dfNKpeXkio3Pn8r3ce2F78fKnKkBOPIpHFkTmrRTNtalQVQXS7dP2vN0rhsRLmjgFJXOVUeB2aNmShtFHqtteV9EAThmNBJF6weO/QaJfrm5L9pjCFa+moNMlndTJyjlF22jzt/u4eNRZsAUMvVXNZ/DpcPvJQoU5JUoeOTK+sqdaiN0hKxYXOadIMpCG0qEICtn0nLD5oZwAFYn78BjUJDqqmZs+KaYWuRmgSjr1MFcACqLakYCnYCfiJN/ky3ppNqSuW9He/z4AkPoJIfxYfbo9Qn1shJfWN44tudzBqaiFXfcX05llj0aizd/b1uwge6JqnIhW/vgm1LpaTJMhkMPEuanRPpmm2Ikf6OrXkR1vxPqrQHkDIGznkVoiLn6qpwVfBT9k88vvZx7B47AGmmNJ6Y9AT9bf1RtOBvotB9tPp9bHtwOyBzFXwxv66imzkZzn5ZWtKvbGEgyhgXvKSxEYfKD3DfmgdZk7cWAKVMybl9zmTesOuIMYmZcoIgRCaWUwltrqAim+t+uqk2gAPg9rt5ffs7fLbnc7wVufDmzOBSq+5KWH4HZK7sgB4LwhFyN0JpZvPzSx32V/5f9LH2QSFruw87mwo19LJ0nnw4NZy2VBRuB5qyyFXnZMiY2mMqRc4iPtm1pB17F95FY9Nwe/08tnxnR3dFEII5y2HZ/8HWT+uqXgUCUkDn69uk8snh+LyQ8R78+nRdAAfg4J/wzmwpMBTBtuJt3PPbPbUBHJBmF165/EpyHZGPE4ROq3gvfHBhXQAHpFk5754NZQfapwv2Q/x95e21ARwAb8DLh3s+5fUtb+Fy2Rs4WhCEY50I4ghtLsuexUF7+FKmb+x4l0JnYeSy5T8+CPb8NuydIDTB5o+lqm2Jw5p9aJ4jj4OVB+lv69f6/TqsyCknz6HslEEclykBv0KNMX97g/vF6mKYnHIy3x/4nhXZP7dT78Kz6tXMGZ3K4rVZrM0s6dC+CEKQqkLYESF/1M6vgz+U1mfPg1+fCd9Wuh9K9oVtKqsu47kNz4XvireKn7M6dqwKQrO5HbDqKSn4eSSfB9a+Jv23jRU6i9hWGv66+NGeTyl0NlAGXRCEY54I4ghtbl/pnohtFe4Kqj2OyAeX7JNy5AhCR/H7YPMnUgLESKV9G/BH7h9oFBp6W/q0Qeckmwulqd+9O2EQB5mcalsqxvxtje46Kn4Uo+JHsWjbOyzdsxRfwNcOHQxvysB4+sUb+ccnG3G6O64fghCkgUpvgJRHLhxvVeQ2gMLwHyZdPhd7y/ZGPGxD4Qb8AZEEXOhC3A7I3xy5/dB6cFe1eTdy7NkR29x+Nw5PZZv3QRCErksEcYQ2l9pAIledUodG1UDyZXPSUSVTFoSjtu9nqMyDPqc2+9AAAVbnrqavLR1lG+aNyChQE2/wYlR3rnw4NZzWnmjLslFUN/wBVIaMKWmnMjF5Al/t/ZJ7f7uHXw7+0iE3s3K5jHkn9SG3vJpHvml4FpEgtJv6xQDCtkdIbKvUhS+pXCMqfJBZJVeRakqNeFh/W3/kMnErKXQhKh3YGnioEtNf2qeNxRki58hSyBTold2gOp8gCG1GXHmFNtfL0otobfhkyxemn0OMNjryzeVJ/5CqYglCR9nwrlSONDq92YfuLt1DflUBQ6LbruJSIADr8zSkWzvhLJzDnFFpIJM3aTaODBknJJ3AZYMvR68y8PbWt7j151t5aPVDfLLrY3aW7MDfTjN0Eq06Lh6bxqLVB/hxu1jWKXQChhjoMSF8W9r4yFUcjXEw5trIbTF9wzZF6aK4cfiNYduUciUze81srMeC0LloTHDSbeHbZDIYd8PRVY5rogR9PGmm8OXMT+sxnRhdKxUpEQShWxJBHKHNJVh68NqUhSQbgzPtz+oxjcsGXY7aGA9XfAGGeuVKZXIYPx8GnH505R4F4Wg4imD7V5A+tUW/h78cXIlVYyXVHPlJ9tHKqVRQ6FTS19Z5lx36lVqqzUmYDm1qfOfDEvTxnNf3XG4YfgPTekxHq9Sy8uAvPPbn49z+y+18u/9bPP62/5mnDornuDQbCz7aSE6Zs81fTxAapI+Cs1+SqkrVlzxaqjKlj/DBT6mB8TfC0PODt1t7wOVfgCVy5bzj4o9j/oj5KGV1s2ItGgsvT3mZhAZmEwhCpxU3EM54AZTaum1qI5z3FkT1bJcuxJpTeHHy8/S29A7aPilpAn8bdTM6UWZcEIQGyAKBcJm9uq+KigosFgvl5eWYzRGmHQttoqAim+LqEuzuCuL0CURprJhrAjd+P1TmSkmM3Q6wJIMhDjTGju200K463fj89Rn4+T9w3pugtTTr0Ep3JQtWLuCEpBMYlziujToIS3cbeHWjmftOLEbTiSv9GvO2EJX5G7un349f3cASygb48ZNbmcfGwo1sLd5KjC6a64Zd16b5hgAqq73ctXQzCWYtH88bj1bVid/oNtLpxuaxzlEkJTF2FEoPQAyxkWfh1Ocsl46x54LWDMb4JpU+d3qdFDuLyXXkolFoiNPHEauLFeXFOwExNlvI4wJHPpQfBJlCWr5vigdF28/Cqa/IfpDi6lLKXWXE6uOJUluxNKNMuSAIxyYRxBEEodPoVOPT74PnhkFMP5iwoNmHf7nvK77c+wXXD5+HoQ3Xtt+xMpoqj4yrh1W02Wu0BoWniuR1i8gbfj7laccf9fmKncUsy/yGfGc+Vw25ivGJ41uhl5HtK6zk/i+3csawJJ66YDiyY2yGYKcam4Ig1BJjUxAE4dgjllMJgiCEs+Mr6QndwDObfajL5+L7A98zOHpwmwZwHB4ZmwvVDIjuvEupavhUeqrNyZgPrm+V80Xrorl44EUMjBrIa5te5decVa1y3kh6xxq57qQ+fLohh4UrI1frEQRBEARBEIS2JMr+CIIgHCkQgN+eg/ghLUpovCJ7JQ5PJWMTj37GSUPW5WnwBWQM7AJBHICq2L5E7VmBwlmGT2c96vMpZApm9pqBUqbkra1vYVSbGBE74qjPG8mE9Bhyy508vnwnyVYdZ41IbvwgQRAEQRAEQWhFYiaOIAjCkfavgpy/YMi5zT60ylvFV/u+YnD0EGwaa+v3rZ5fsnWkmjxEaf1t+jqtpSqqNwGFAkvOX612TjlypvacQro1nZc3vkROZU6rnTuc80alcFK/GP7vo42s3FXYpq8lCIIgCIIgCEcSQRxBEIQjrXhMmoGTPLrZh36192tcvmomJk9sg47VqfLIWJurZWhs15iFA+BXqqmK6o3lwFqg9dKxyZEzq9cszGoL/834L9W+tqsiJZPJuHZib4alWLj+nXWs21/SZq8lCIIgCIIgCEcSQRxBEIT69q2AA7/CsAubXVY8u/Ig3x34lnGJ4zGp27ay2qqDWrx+GBbratPXaW2V8QNRO4rQFe1p1fOqFWpmp59FqbOUd7e926rnPpJSLueWU/vSK8bA3Df/ZGN2WZu+niAIgiAIgiDUEEEcQRCEGn4/fH8vxPSH1Obls/H6vby2+TWitFGMTRzbRh2s822mnnSbB1sXWUpVw2VKxKO3Ycv8rdXPHaWNYmrPqfx+aDVr89a2+vnr0ygV3D5tAElWLZe9/gebDpa16esJgiAIgiAIAoggTvfk80ofRgVBaJ7NH0HuRhh9ZbNn4SzZvYQcew6n9ToNpUzRRh2U7C9Xsq1Yw5iE6jZ9nTYhk2FPGHUQfiAAAQAASURBVIopbwtKZ2mrn35w9CAGRg1g0da3Ka1u26VOOrWCf84YQLxFyyWv/sGGrNb/eYRjQCAA3q6zLFIQuhW/F/y+ju6FIAhCs3RoEOeRRx5hzJgxmEwm4uLimD17Njt37mz0uJUrV3Lccceh1Wrp3bs3L730Ujv0tguoOATbvoCPL4elN0DWGnAUd3SvBKFrqK6QZuH0nCBVpWqGtXlrWb7/WyalTCLBkNBGHazz2W4DFo2PwTFd84OfI7YfPqUG295fWv3cMmRM7TEVuUzBm1vfpDVz74SjVyu5Y8YAkmw6Ln3tD/7YJ/7mCk3kqoT8bfDNHfDRZbD2NSjL6uheCcKxwZ4Hu7+Hj6+CJVdD5i9QWdDRvRIEQWiSDg3irFy5kptuuok1a9bw/fff4/V6mTZtGg6HI+IxmZmZnHbaaUycOJENGzZw1113ccstt7BkyZJ27HknVJED754n3Qju+Bo2fQBvTIef/y0COYLQFD89JAVyRl/drMP2lO3htc2vMSh6EKMTmp8IubmKnXJ+OqBnfFI1yi46lzKgUFEZPxjrgdUo3PZWP79OqWNGrxlsKdrKiuwVrX7+I9UEcnrFGLj8jbX8vFN8EBAa4a6C7Z/DwvGw9iXYtRyW/R+8cjIU7ero3glC92bPhU+ugvfOk8bh1s/g7TPgqwUikCMIQpfQoR8Bli9fzty5cxk8eDDDhw/nzTffJCsri7/+ilx+9qWXXiItLY1nn32WgQMHcs0113DVVVfx5JNPtmPPOxmfD9a/AwVbQ9vWvQEl+9q/T4LQlRxYDWtfhZGXgiG2yYdlVx7k2fXPkmBIYGbPmTRvAVbLLN5uQqUIMC6pCy6lqseeNAyQEbVnRZucv4+lN8Njh/Phzg8pqMpvk9eoT6tScPv0AQxNtnDN2+v4PKNtS50LXVxlPnxxc+j2qmL4+v/AWdbuXRKEY8aeH+FAmLxsO76EQxvavz+CIAjN1Kme45aXlwMQFRUVcZ/Vq1czbdq0oG3Tp09n3bp1eDyekP1dLhcVFRVBX92OowD+ejNy+/q3pDX3gtDJdIrxWV0Bn10HcQNhwOlNPiynMocn1j6BUWXknL7nopS3bR4ckHLhfLNPz8mpTnTKrj2m/Uot9qRh2Pb9irKNPrCekjoZvUrPK5tewRfwtslr1KdWyvnblH5MSI/h1g8yeOWXvQS66N/eTjE2u7OcvyLn4cj8BZyidL0QnhibR8lRDGtfidz+x0vgjrwiQBAEoTPoNEGcQCDAggULmDBhAkOGRM5HkZeXR3x8fNC2+Ph4vF4vRUVFIfs/8sgjWCyW2q/U1NRW73vHC4C3gTLDLrsI4gidUoePz0AAvrwVHEUwYQE0MRCzv+IAj659DL1KxwX956BVaNq4o+Dzw7PrrETrfJyY7Gzz12sP9qTh+JUaYrd92SbnVyvUzOp1Ovsr9vP5ns/b5DWOpJDLuP6k3pw1Ion/LNvBvZ9vxevreonmO3xsdneeRsawSLQqRCDG5lEK+Bsef54qKdmxIAhCJ9Zpgjjz589n06ZNLF68uNF9ZUdUjal50nnkdoA777yT8vLy2q/s7OzW6XBnorVB/1mR20dcAvJO83+1INTq8PG55kXY+imccDOYmpaQeFvJdh5b+yhmtYk5/eegV+rauJOSt7aY2FWq4tx+lV02F86R/Ao1ZWnHY87JQF/YeFL7lkg2JjEheQJf7/uarUVb2uQ1jiSTybhwTBrXTOjFe38c4Mq3/qS8KnSmaGfW4WOzu0sZE7ktph9oLe3XF6FLEWPzKOmiYPA5kduHXSjGnyB0IjKZjKVLl3Z0NzodZUd3AODmm2/miy++4JdffiElJaXBfRMSEsjLywvaVlBQgFKpJDo6OmR/jUaDRtP2T8k7lFoHExdIa3mry4PbEkdAwrAO6ZYgNKZDx+fOb+C7f0k3cz0nNumQ3w79zptb3yTNmMrs9NmoFeqgdo8fthWp2VKkJrNMRUGVAqdXhkIOVo2fZKOXPjYPQ2PcpJi8TapiHgjAJ7sMfLzTxKzelfS0dK8nhI7YfhgKd5GQ8RH7T74Nv6r1g2LHJx7PQftBXtr0EveOv5dYXVyrv0Y4pw6MJ96s5bkfd3Pm/37l5cuOY0CCuV1e+2gdE9fOjmSMh1FXwPq3g7fLFXD6M2Bsn99RoesRY/MoKRQw8hIp1YA9+PMEUb2h79QO6ZYgdEYFBQXcc889fPPNN+Tn52Oz2Rg+fDj3338/48ePb5c+5ObmYrPZ2uW1uhJZoAMX7AcCAW6++WY+++wzVqxYQd++fRs95p///Cdffvkl27Ztq912ww03kJGRwerVqxs9vqKiAovFQnl5OWZz17iZbhK/H0oz4bfnpWCOSg9jroZhc8Cc1NG9E4Qmabfxuf9XePccSDoOJv2z0WVUvoCfT3cvYVnmNwyNGcr0ntNQyKRjAgHYVqzm20wdvx7UUeWVo1f6STJ6sWr9aBUBfAGwu+UUOxXkORQEkBGt8zE2sZqxidUMj3WjV4X+KS6plvPaRjM/Zek5Ja2KaT2rmhT46WoULjuJGz+mKqYvOWOvoC0miTp91byz7R00Cg13H38XBpWx1V8jkvyKap75YRf55dXcf+Zg5oxJDTtztDPrttfOjlRZCPt+glVPS4mOU8bAKfdATLp0DReEJhBjs4VKD8AfL8OWj0GmgBGXwui5YGn4YbIgHEsmTpyIx+PhkUceoXfv3uTn5/Pjjz8ybNgwZs1qYBWI0OY6NIhz44038v777/P555/Tv3//2u0WiwWdTnoae+edd5KTk8OiRYsAqcT4kCFDuP7667n22mtZvXo18+bNY/HixZx77rmNvma3v9h5nOAslS5Ihpgm5/gQhM6gXcbnnh/gg0sgdgCcei8cMZvmSOXucl7Z+Ao7SnZwcurJjE4Ygwxw+2Blto5PdxnJLFcRrfUxPM7FkBgXiUYf8gif0V1eGZnlSnaXqtlZoqLQqUQhC9Db6qG31YNN68frl7G/XElGgQa1PMDpfRwcl9BA3qtuQFeyn9gd31DcbwpFA2a2yWuUVJfw3vb3SDAk8H+jb0PXTkvhAFxeH4tWH+CnHQVMGxTPv88eQpxJ226vf7S6/bWzI1UWgt8DaiNoxXsrNI8Ym0fB65YqwoFUmVLRKRYoCEKnUFZWhs1mY8WKFUyaNCnsPjKZjBdffJEvvviCFStWkJCQwOOPP875559fu09OTg4LFizgu+++Qy6XM2HCBJ577jl69uxZu88bb7zBU089xZ49e4iKiuLcc8/lv//9b+1rfPbZZ8yePbtJ51uxYgX/+Mc/2Lp1KyqVisGDB/P+++/To0ePNnmfOkqHZlZYuHAh5eXlnHzyySQmJtZ+ffjhh7X75ObmkpWVVft9r169WLZsGStWrGDEiBE89NBDPP/8800K4BwTVDpp5o0pXgRwBKG+QAD+fB3enwMJQ6Un3o0EcDYUbOCe3+4ly57FBf3nMCZhDA63jI92GLliWTxP/WlDowhw1dBybhtbyvReVSSbIgdwADTKAAOiPZyR7uC2sWXcPqaEM9MdmNR+thap+TZTz4osHRUuOTN6Obh9bGm3D+AAOKN6UtZjHNG7fiBq949A6z9fiNJGcX6/8zlUeYgn/nycCnd54we1Eo1SwbUTe/P3Kf34I7OEKU+t5N01B/D5RdL5Y54xVrpuiwCOILQvpRrMidKXCOAIQhCj0YjRaGTp0qW4XJHvQ++55x7OPfdcNm7cyKWXXspFF13E9u3bAaiqqmLy5MkYjUZ++eUXfv31V4xGIzNmzMDtdgNSPOCmm27iuuuuY/PmzXzxxRekp6eHfa3Gzuf1epk9ezaTJk1i06ZNrF69muuuu67LzX5uig6didMRxBMLQei82mx8Ooph2W1SEuP+s2DstSCPfMNW6Czio50fsS5/HenWPszoOYMSp4Uv9+r5LlOP1y9jZLyLiSlO4g2iikyrCQSwHPwLS/aflPUcT/7gs0ChavWXyavK55Ndn6BRaLhxxA30tvRp9ddoSEW1h8V/ZLFiVyF944z837R+TBuUgLyh6F8HE9dOQeicxNgUBKGtLFmyhGuvvRan08moUaOYNGkSF154IcOGSflWZTIZ8+bNY+HChbXHjBs3jlGjRvHiiy/yxhtv8Pjjj7N9+/baQIrb7cZqtbJ06VKmTZtGcnIyV155Jf/+97/D9qH+TJzGzjd69Giio6MbnD3UXYiwsyAI3ZfbAevehF8el8qKnvQP6HVSxN3zqwr4bv+3/JKzCq1CyympZ1NYNZx7V+nYWqzBqPJzQnI1JyQ7MamPqfh3+5DJKE8djU9jwLZvFfqifeQNOwdnTPgnMi2VoI/n8kGX8fmeL/jPH//h1LQpnNH7DIzq9smTY9aquH5SH6YMiufDP7OZ9+56esUYuGxcD84akUS0USQtFQRBEAShY5177rnMmjWLVatWsXr1apYvX87jjz/Oa6+9xty5cwFCEhyPHz+ejIwMAP766y/27NmDyWQK2qe6upq9e/dSUFDAoUOHOPXUU5vUn8bON23aNObOncv06dOZOnUqU6ZM4YILLiAxMbFlb0AnJoI4giB0L14XZK2B7V/Cpo/AXSlVmxhxKeisQbsGCFBYVciWoi38mbeOzUUH8PjS0Sqv4mB5b77aLX2YTrd5uGhgBUNi3N2mvHdnVhk3ELcxDtvelaT9vlBaapU2DkfCIHxqQ6u8hllt5uKBF/Fn3jpWZq/kl4MrOSHpBMYmHE+6Lb02cXVb6hNr5K7TBrIr3843W3J5eNl2Hv56O2N6RTG5fyxjekUxKNGMViWWxgqCIAiC0P60Wi1Tp05l6tSp3HvvvVxzzTXcd999tUGccGpmyfj9fo477jjee++9kH1iY2ORy5t3U93Y+QDefPNNbrnlFpYvX86HH37Iv/71L77//nvGjRvXrNfq7I65IE7N6rGKiooO7okgdE8mk6nFa0+bOj5ljgKUe5Yjc1Uiqy5F5ihAXp6NongXMlddnhNv8vGUpZ3AX44y1v62gQpvgEqPnwqPnzIXVHhUVPssOHy9qfKNDnqNOI2T8TH59DOXYVR6wQe5+S36sYSWijkBozafqNIDqDZ8i5Fv8csVVOmicWlNuNUGvAoNbrWBkqheBBpYIheJjZ6cEp/A9rId/LhvPT/uWw+AWWUiVh+DRWUlShvF6Njj0CjbJhGxCjhzSAyn9LWxLqucjQcrWLOvuLZdIZfRw6YlwaIlxqDCqldh1ijRqRXoVHL6xhoYntK0ZRQtHZ/i2ikIbUuMTUHonI7mvrY7GjRoEEuXLq39fs2aNVx++eVB348cORKAUaNG8eGHHxIXFxdxuWfPnj358ccfmTx5cqOv3ZTzAYwcOZKRI0dy5513Mn78eN5///1uF8Q55nLiHDx4kNTU1I7uhiB0W0ezLr+p4/PTC3ScPbDpuVIe8FzGm762qXgkCJ1B1rNzCLgcje7X0vEprp2C0LYKCgpqnyQ3hxibgtC2jtV8U8XFxZx//vlcddVVDBs2DJPJxLp167j55puZNWsWr7/+OjKZjJiYGB577DEmTJjAe++9x7///W82b97MoEGDqKqqYsSIESQnJ/Pggw+SkpJCVlYWn376KbfffjspKSm8/fbbzJs3j8cee4yZM2dit9v57bffuPnmm4HgnDiNnc/j8fDKK69w5plnkpSUxM6dO7nooov497//zQ033NDB72jrOuZm4iQlJZGdnX1UUdWKigpSU1PJzs4+Jgf10RDvXct1lffuyHWqzdGc8dmcZ45/P/zVHF3l/T5a4ufsJu46BDT+c7Z0fLbGtbO9dfv/z+n+P2N3//mg7mdUqxuulhhJS8bmsfC+NpV4L+qI96JO/ffiaO5ruzKj0cjxxx/PM888w969e/F4PKSmpnLttddy11131e73wAMP8MEHH3DjjTeSkJDAe++9x6BBgwDQ6/X88ssv/POf/+Scc87BbreTnJzMqaeeWvs7dsUVV1BdXc0zzzzDbbfdRkxMDOedd17YPjV2PqfTyY4dO3j77bcpLi4mMTGR+fPnc/3117f9G9bOjrmZOK1BVAJoOfHetZx479rXsfJ+i5+zezlWfs6mOBbei+7+M3b3nw865mc8Ft7XphLvRR3xXtQR70XT1J8lI7QvkaJTEARBEARBEARBEAShCxBBHEEQBEEQBEEQBEEQhC7gmMuJ0xo0Gg333XcfGo2mo7vS5Yj3ruXEe9e+jpX3W/yc3cux8nM2xbHwXnT3n7G7/3zQMT/jsfC+NpV4L+qI96KOeC+aRmRl6TgiJ44gCIIgCIIgCIIgCEIXIJZTCYIgCIIgCIIgCIIgdAEiiCMIgiAIgiAIgiAIgtAFiCCOIAiCIAiCIAiCIAhCFyCCOIIgCIIgCIIgCIIgCF2ACOIIgiAIgiAIgiAIgiB0ASKIIwiCIAiCIAiCIAhCs8hkMpYuXdrR3TjmiCCOIAiCIAiCIAiCIAi15s6dy+zZsxvcJzc3l5kzZ7ZPh45w//33M2LEiA557Y6m7OgOCIIgCIIgCIIgCIIQns8fYG1mCQX2auJMWsb2ikIhl3VYf9xuN2q1moSEhA7rw7HsmJuJEwgEqKioIBAIdHRXBEE4ghifgtA5ibEpCJ2TGJuC0P0t35LLhMd+4qJX13DrBxlc9OoaJjz2E8u35LZbH04++WTmz5/PggULiImJYerUqUDwciq32838+fNJTExEq9XSs2dPHnnkkYjnbGz/8vJyrrvuOuLi4jCbzZxyyils3LgRgLfeeosHHniAjRs3IpPJkMlkvPXWWwBkZWVx1llnYTQaMZvNXHDBBeTn59eed+PGjUyePBmTyYTZbOa4445j3bp1ABQXF3PRRReRkpKCXq9n6NChLF68uDXfylZxzM3EsdvtWCwWysvLMZvNHd0dQRDqEeNTEDonMTYFoXMSY1MQurflW3K54d31HBmmzSuv5oZ317Pw0lHMGJLYLn15++23ueGGG/jtt9/CBo6ff/55vvjiCz766CPS0tLIzs4mOzs74vka2j8QCDBr1iyioqJYtmwZFouFl19+mVNPPZVdu3YxZ84ctmzZwvLly/nhhx8AsFgsBAIBZs+ejcFgYOXKlXi9Xm688UbmzJnDihUrALjkkksYOXIkCxcuRKFQkJGRgUqlAqC6uprjjjuOf/7zn5jNZr7++msuu+wyevfuzfHHH9/K72jLHXNBHEEQBEEQBEEQBEHozHz+AA98uS0kgAMQAGTAA19uY+qghHZZWpWens7jjz8esT0rK4u+ffsyYcIEZDIZPXr0aPB8De3/888/s3nzZgoKCtBoNAA8+eSTLF26lE8++YTrrrsOo9GIUqkMWtL1/fffs2nTJjIzM0lNTQXgnXfeYfDgwfz555+MGTOGrKwsbr/9dgYMGABA3759a49PTk7mtttuq/3+5ptvZvny5Xz88cedKojT5ZZT9ezZs3bKVP2vm266qaO7JgiCIAiCIAiCIAhHbW1mCbnl1RHbA0BueTVrM0vapT+jR49usH3u3LlkZGTQv39/brnlFr777rvatnnz5mE0Gmu/Gtv/r7/+orKykujo6KDjMjMz2bt3b8Q+bN++ndTU1NoADsCgQYOwWq1s374dgAULFnDNNdcwZcoUHn300aDz+Xw+Hn74YYYNG1b72t999x1ZWVnNe7PaWJcL4vz555/k5ubWfn3//fcAnH/++R3cM0EQBEEQBEEQBEE4egX2yAGclux3tAwGQ4Pto0aNIjMzk4ceegin08kFF1zAeeedB8CDDz5IRkZG7Vdj+/v9fhITE4OOycjIYOfOndx+++0R+xAIBJDJQmcl1d9+//33s3XrVmbNmsVPP/3EoEGD+OyzzwB46qmneOaZZ/jHP/7BTz/9REZGBtOnT8ftdjf7/WpLXW45VWxsbND3jz76KH369GHSpEkd1CNBEARBEARBEARBaD1xJm2r7tcezGYzc+bMYc6cOZx33nnMmDGDkpIS4uLiiIuLa/L+o0aNIi8vD6VSSc+ePcO+llqtxufzBW0bNGgQWVlZZGdn187G2bZtG+Xl5QwcOLB2v379+tGvXz/+/ve/c9FFF/Hmm29y9tlns2rVKs466ywuvfRSQAom7d69O+jYzqDLBXHqc7vdvPvuuyxYsCBsxA3A5XLhcrlqv6+oqGiv7glCRC6vi6LqItw+NzqljlhdLAq5oqO71e7E+GyY1+el0FlIta8ajUJDrC4WlULV0d0SjgFibApC5yTGptAVFDuLsbvtyGVyrBorZo1Iut0SY3tFkWjRkldeHTYvjgxIsEjlxjuDZ555hsTEREaMGIFcLufjjz8mISEBq9Xa7P2nTJnC+PHjmT17No899hj9+/fn0KFDLFu2jNmzZzN69Gh69uxJZmYmGRkZpKSkYDKZmDJlCsOGDeOSSy7h2WefrU1sPGnSJEaPHo3T6eT222/nvPPOo1evXhw8eJA///yTc889F5Dy/ixZsoTff/8dm83G008/TV5eXqcL4nS55VT1LV26lLKyMubOnRtxn0ceeQSLxVL7VX99nCB0hIKqAp5c9yRnLT2LM5eeyQVfXsBHOz+itLq0o7vW7sT4jKzYWcxrW17jnC/O4cylZ3L252ezcONCipxFHd014RggxqYgdE5ibAqdWbW3mr/y/+Lq767mjKVnMOuzWSxYsYDM8syO7lqXpJDLuO+MQYAUsKmv5vv7zhjULkmNm8JoNPLYY48xevRoxowZw/79+1m2bBlyefiQQ0P7y2Qyli1bxkknncRVV11Fv379uPDCC9m/fz/x8fEAnHvuucyYMYPJkycTGxvL4sWLa0ue22w2TjrpJKZMmULv3r358MMPAVAoFBQXF3P55ZfTr18/LrjgAmbOnMkDDzwAwD333MOoUaOYPn06J598MgkJCcyePbtd3r/mkAXC1QfrIqZPn45arebLL7+MuE+4JxapqamiFKPQIUqrS7lj1R38fuj3kLbbRt/GJQMuQano0hPkmkWMz/CqPFU8v+F53tv+XkjbuX3P5bbRt2FUGzugZ8KxQoxNQeicxNgUOrMdJTu48KsL8QWCl7jYNDY+OP0DkoxJHdSzrm35llwe+HJbUJLjRIuW+84Y1G7lxYXOpct+Wjxw4AA//PADn376aYP7aTSa2rJkgtDRipxFYQM4AC9tfImpPaYeUxc4MT7DK3YW8+GOD8O2fbbnM64acpUI4ghtSoxNQeicxNgUOqtKdyX/2/C/kAAOQKmrlF8O/sKFAy7sgJ51fTOGJDJ1UAJrM0sosFcTZ5KWUHWWGThC++uyy6nefPNN4uLimDVrVkd3RRCabH/5/ohtlZ5KKj2V7dcZodMqc5fhDXjDtvkD/mNy6Z1wbAoEAnThCcOCIAjHDIfHQUZhRsT2X3N+xePztF+HuhmFXMb4PtGcNSKZ8X2iRQDnGNclgzh+v58333yTK664AqWyy04mEo5BUdrIicdkyNAqOk92eaHj6BS6htuVDbcLQndx43vrOfvF30UgRxAEoZNTypXE6GIiticZko7JIh6C0Ba6ZBDnhx9+ICsri6uuuqqjuyIIzZJsSq4N5CjlSsxqM3KZNAxPSj6pwSCPcOyI0kYxIGpA2LZe5l5E6cTvidD9Vbm9fLMlj4zsMjKLHB3dHUEQBKEB0bporh56dcT28/qfV3vPKwjC0emS01imTZsmnsoJXVK8Pp7Xpr3G1uKtGFVGylxlxOnjyK3M5aSUk0SeEwGAKF0UT056kmu/u5ZcR27t9jh9HM+d8lzYJ11ev5fCqkJyHblUeapIM6cRpY3qlr9Txc5iCp2F5Fflk6BPIEYXQ7QuuqO7JbSyPQV1y0t35tnpHdv9fpcFQRA6WqW7kpLqErLsWeiUOpIMScTqY1HKI39M9Pl9FDgLyKvMo9JTSQ9zD2xaGycknsA56efw6Z66nKUKmYJ7x997TOV8FIS21iWDOILQVclk0vrVlze+zMHKg7Xbj084nhOTT+yobgmdUA9zD96Z+Q5ZFVlkVmTSw9yDnuaexBviQ/b1+DxsKNjA31f8nQp3BSAtz7t04KVcM/SabjVz56D9ILf+fCu7SnfVbhsUNYhnJj8jbhC7mf3FVbX/PlBS1cCegiAIQkuUVJfw+ubXeXf7u/gDfgBMKhPPTH6GkXEjUSvUIcd4fV42Fm3klp9uCbrnmNN/DjcMv4EFoxdw+eDLySjIQKvUMix2GDHaGHQqsRRcEFqLmNMmCO0ouyKb+T/ODwrgAPyR9wfPrX+O8uryDuqZ0BnFG+IZkziGC/pfwPGJx4cN4ADkOnKZ98O82pspgAAB3tn+DisPrmyv7ra5kuoS/m/l/wUFcAC2lWzjrlV3UVZd1jEdE9rEoTInerWCVJuOvHplVQVBEITWsergKhZtW1QbwAGwe+zc8MMN5Dnywh7z/+ydd3iURdeH7+27KZveCAkt9N6RXgUREDuIBVEEFBWVz4IVEbFiQ+UFKVIUQURRVDqCIEWQXgKEEgiQ3rdky/fHmE02uxtaCAJzX9derzszzzzz7Jth5jlzzu+cKTzDiJUjPPYcCw4tYOXJlRi1RmoF1+LOOndya81biQuMkwYciaSCkUYciaQScDqdpBamcrbwLCkFKV7brDyxkgxzRiWPTHI9sC55HUUO7xkfpu2eRlphmte6XEsuZ/LPcLbgLFa79QqOsGLINGeyP2O/17rtqdvJNGdW8ogkV5JzuWZC/bUE+2lJzZNGHIlEIqlI0gvTmbp7qte6IkcRa06uASCtMI2U/BTXXmJTyiYsdovX66bvnk6ayfueQyKRVBzSiCORXGEyTZksTFzIq3++Skq+dwMOgN1pp9AmQwYkF8+R7CM+61IKUrA77W5lVruVgxkHeWbdM9y8+Gb6L+nP+3+/76a/81+koKh8cVs5f64vUvMsBBk0GA0a0vK8vzBIJBKJ5NKwO+2cyfe97idmJ7LtzDbu//V+ei/uzX2/3sem05s4kuV7z3Gu8Bx2h91nveT6Q6FQ8OOPP17tYVwU1atX5+OPP/7P9nchSCOORHIFybfmM33PdN7a/BY703YSHxjvs61epSdAI4U7JRdPy6iWPutqB9dGq3SPaT+ec5zBvw5m69mtAJjtZhYcXMCIFSM4V3Duio71cgjSBvmsU6DAqDVW4mgkV5r0PAtGgwajXk16/n/fU0wikUiuJbQqLbVDavusbxTWiHe2vePyID9bcJa3t77tM3smQM2gml51dCTXJkOHDmXgwIHltjlz5gy33HJL5Qyogti2bRuPPfbY1R7GZSGNOBLJFSTTnMk3B78BhJeA3WmnQVgDr23vrXsvkX6RlTk8yXVC6+jWBOm8GzieafmMm7BxvjWfT/75BJvD5tH2WO4x9mXsu2LjvFxC9aH0iO/hta5vjb6E6q8fAWcJZBZYMeo1BOo15BRKI45EIpFUJCH6EJ5t+azXOqPWSJWAKh4adCdyTxCiD/G53j7T8hmZLfIGwWoV63J0dDQ6ne4qj6aE4nGVR0REBH5+fpUwmgujqMi7JEJ5SCOORHIFOVNwxk0sbtyGcbzd8W06xXZCgchUpVVqub/+/QypPwQ/zX/nHxTJtUOMfwyze8+mbkhdV1mQLoi3OrxF4/DGbm0LigrYnLLZZ18rT6y8YuO8XIw6I+PajKN/zf6oFCoA1Ao1tyfcznOtnrsu06nfyGQVWgnQqQnQqckx2XA6nVd7SBKJRHJd0TCsIW93fJtgXbCrrE5IHabfPJ2Pd3zs9ZoP//6Q//X8Hw1CSw4ljVojb9z0Bi0iW1zhEd/AOOxwbAPs+V78byWHrXXt2pXRo0fz7LPPEh4eTq9evQD3cCqr1cro0aOJiYlBr9dTvXp1Jk2a5LW/Q4cOoVAoOHjwoFv55MmTqV69umvN379/P3379iUgIICoqCgeeOAB0tPTzzuuN954g/j4eHQ6HVWqVOGpp55yXVM2/Ck7O5vHHnuMqKgo9Ho9jRo14pdffnHVL168mIYNG6LT6ahevToffvhhub/VyZMnue222wgICMBoNHLPPfdw7lyJp/sbb7xBs2bNmDlzJjVr1kSn0130HkemGJdIriB+anejzJnCMwxbPoyX277Mk82fpMhRRKA2kAhDhHwBlVwyCoWChJAEpt08jWxzNkWOIoJ0QUQYIlApVR5tA7WBPkW0w/T/7RO0SP9IXm73MqOajqLAVoC/xp8wfZg0gF5nOJ1OckxFBOqFEcfudJJnsWHUa6720CQSieS6wagz0rdGX1pFtyLXkotaqSZEH0K2OZuj2Ue9XnMy7yQqpYqpvaaSZc6iyFGEUWsk0i/SY88hqSD2L4XfX4DcUtqaxirQ511oMKDShvH1118zatQoNm7c6NXo8Omnn7J06VIWLlxIfHw8ycnJJCcne+2rbt26tGzZkvnz5zNhwgRX+TfffMN9992HQqHgzJkzdOnSheHDhzN58mRMJhMvvPAC99xzD2vWrPE5ru+//56PPvqIBQsW0LBhQ86ePcuuXbu8jsPhcHDLLbeQl5fHvHnzqFWrFvv370elEn/L27dv55577uGNN97g3nvvZdOmTTz++OOEhYUxdOhQj/6cTicDBw7E39+fP/74A5vNxuOPP869997LunXrXO2OHDnCwoULWbx4seteF4M04kgkV5AIvwhC9aFuWXOK0yTXCanD9F7T3UJdJJLLIVQfet6QojB9GPfVv4/P/vnMa/2AWpW3GbhU/DX++Gv8r/YwJFeQQqudIruTAJ0af53Y3OSaiqQRRyKRSCoYlVJFjH8MMf4xrjKHw0F8YDwn8056tI/2jyZIF0SIPoQQfUhlDvXGZP9SWPggUMZokntGlN8zp9IMOQkJCbz33ns+60+ePEnt2rXp2LEjCoWCatWqldvfkCFDmDJlisuIk5iYyPbt25kzZw4AX375JS1atODtt992XTNz5kzi4uJITEykTp06Xsf166+/Eh0dTc+ePdFoNMTHx9OmTRuvY1i1ahVbt27lwIEDrv5q1qzpqp88eTI9evTg1VdfBaBOnTrs37+f999/36sRZ9WqVezevZtjx44RFxcHwNy5c2nYsCHbtm2jdevWgPBamjt3LhEREeX+Rr6Q4VQSyRUk0i+ST7t/ikFtcCsP0YXwXuf3fBpwMkwZHM46zN70vZzKO4XZJtPrSioGlVLFwISBtIjwdHke22osMQExXq76b5FryeV4znH2pO/hRO4J8qx5V3tIkgomxyTiw/11avx14rwp1+Sp4ySRSCSSy8Nqt3I6/zT70vdxKPMQaYVphPuFM7nrZI+EAf4afz7p9onUcKwsHHbhgVPWgAMlZb+/WGmhVa1atSq3fujQoezcuZO6devy1FNPsWLFClfdyJEjCQgIcH0ABg0axIkTJ9i8WYT5z58/n2bNmtGggQjV2759O2vXrnW7rl49Iax99GiJp1jZcd19992YTCZq1qzJ8OHDWbJkCTab9z3Ezp07qVq1qsuAU5YDBw7QoUMHt7IOHTpw+PBh7HbP3/3AgQPExcW5DDgADRo0IDg4mAMHDrjKqlWrdskGHJCeOBLJFUWpUNIwrCFLBixh89nNHMk6QtOIpjSNaOrzZTkpJ4mx68ZyOPswABqlhqENh3J//ful146kQoj0i+TDrh9yIu8Ea06uIUgbRM9qPYn0i/zPh/WdLTjLhL8msP70ekBkpeoW141xbccR5R91lUcnqShyzf8acbQq/DTCE6fYsCORSCSSiiHbks2ypGV8suMTTDYTAFUDqvJh1w+pE1yHRf0Xsf3cdvZn7Kd+aH1aRrd089iRXGFObHIPofLACbmnRbsana74cPz9y/eCbtGiBceOHeO3335j1apV3HPPPfTs2ZPvv/+eN998k7Fjx7q1j4mJoVu3bnzzzTe0a9eOb7/9lhEjRrjqHQ4H/fv359133/W4V0xMyd9h2XHFxcVx6NAhVq5cyapVq3j88cd5//33+eOPP9Bo3D16DQb3g/ayOJ1OFAqFR9nFtPdWfr7f8nxII45EcoVRK9XEBsZyZ+Cd5217tuAsjyx/hHRTiWBXkaOI6XumE2YIY3C9wSgV0oFOcvmE+4UT7hdebnry/xo5lhze2PQGG1M2usqcOFmTvAYnTiZ2nEigNvAqjlBSURR73fjr1Bi0wohTYJGeOBKJRFKR/HPuH97Z+o5b2an8UwxbPozF/RcTGxhLlYAq9K/V/yqN8AYn/9z521xMu0rAaDRy7733cu+993LXXXfRp08fMjMziYyMJDLS04NryJAhvPDCCwwePJijR48yaNAgV12LFi1YvHgx1atXR62+OLOFwWBgwIABDBgwgCeeeIJ69eqxZ88eWrRw90Rv0qQJp06dcgvPKk2DBg34888/3co2bdpEnTp1vGrZNGjQgJMnT5KcnOzyxtm/fz85OTnUr1//op6hPOTboERyieRZ8kgtSCXLnFVhfSZmJboZcEozbfc0UgtTK+xekhsHm91GWmEaqYWpFNmvXW+GTHOmmwGnNGuT15Jh8i7WLLn2yP3X68ZPq8JPKzZueZZr929XIpFIKotsczapBankWnLLbZdhyuDTfz71WldQVMCfKX96rZNUIgEX6GF8oe2uMMViwgcPHiQxMZFFixYRHR1NcHCwz2vuuOMOcnNzGTVqFN26dSM2NtZV98QTT5CZmcngwYPZunUrSUlJrFixgmHDhnkNZSpm9uzZzJgxg71795KUlMTcuXMxGAxeNXq6dOlC586dufPOO1m5cqXLk+j3338H4LnnnmP16tVMmDCBxMREvv76a6ZMmeLhVVRMz549adKkCUOGDGHHjh1s3bqVBx98kC5dupw3HO1ikEYcieQiKSwqZE/aHp774znu/PlOHlv5GKtPrq4QY05iZqLPukxzJla79bLvIbmxSMlP4fNdnzN42WAGLxvMlJ1TSMkvzzX3v8v5NqT5RfmVNBLJlabYYOOnVaNRKVArFeSbpSeORCKR+CLHksOfp/9k1OpR3PnznTy99mm2n9tOvtX72ljkKOJYzjGf/e1K857NR1KJVGsvslDhGZ4jUIAxVrT7DxAQEMC7775Lq1ataN26NcePH+fXX39FqfRtcjAajfTv359du3YxZMgQt7oqVaqwceNG7HY7vXv3plGjRjz99NMEBQWV22dwcDDTp0+nQ4cONGnShNWrV/Pzzz8TFuY9A+vixYtp3bo1gwcPpkGDBjz//PMuI1GLFi1YuHAhCxYsoFGjRrz22mu8+eabXkWNoSTlekhICJ07d6Znz57UrFmT77777jy/3sWhcF5sUvJrnNzcXIKCgsjJycFoNJ7/AomkFE6nk/Wn1vPkmidxlhEZG954OI80fuSysuasPbmWp9Y+5bUuSBfE9/2/J9o/+pL7/68j52fFcib/DA8vf5jT+afdyqP9o5nTZ841IWJcmqTsJG776Taf9UsHLqVGUI1KHNGNQ2XPzTl/HefNn/czZ1gbFAoFj839m1Fda/F414Qrfm+J5FpCrpsSALPNzHeHvuODvz/wqHun0zv0qd7HI/13himDh39/mGO53g05L7R+gfsb3H9Fxiu5CFzZqcBd4Phfw04lZqeS/HeQnjgSyUWQWpjKhM0TPAw4ADP2zrjscI56ofUI1gV7rRvWcBgRhktXMZfcWDidTlafXO1hwAGhvbT8+HIcTsdVGNmlE6IP8anh06FKh/OmV5dcO+SZbfhpVS4RQINGJTVxJBKJxAfppnQ+2fGJ17q3t7xNqskzHD/MEMYTzZ7weo1epadrXNeKHKLkUmkwQBhqjGUO3oxVpAHnBkYacSSSiyDXmsu5Qu/iYQ6ng6ScpMvqP9o/mpm9Z1I1oKqrTKVQMbjeYG5LuM3jFEUi8UWuNZdfkn7xWb/s2LLzhif91wjRhzCp4yQPQ07b6La80f4NgnRBV2lkkoom32JzaeEA6DUqCiyVk0JVIpFIrjVSC1MpcnjXDcu15pJtzvZa1yamDU82exKNsiRjT7ghnK9u/uq69vy+5mgwAMbshYd+gTtniP8ds0cacG5gZHYqieQiUCnKN6LoVLrL6l+hUFA7pDZf3/I1WeYsCm2FhOvDCTWEXlaYluTGQ6lQlvv3qFPprslMZzEBMXzU9SMyzZnkWnMJ0gYRagj16cEmuTbJN9tcWakA9Bol+dITRyKRSLyiVpb/SufrEDBEH8KDDR+kb82+pJvS0aq0hOnDiPSL9JomWXIVUaoqJY245NpAGnEkkosgWBdMnZA6JGZ5ChDrVXrijfEVcp9Iv0gi/TzT8EkkF0qgNpAh9YewI3WH1/oh9Ydg1F2b+gkh+hBC9CFXexiSK0i+xYZeU2Jk1MtwKolEIvFJhF8ERq2RXKunh21sQGy5Bx16tZ6qgVWpGljVZxuJRPLfQhpxJJILwOYQKZoLigp4t9O7LDmyhEWJizDZTChQ0KtaLx5t/CgFRQWcyjtFmCEMg9rgs7/CokIyzBmYbWb8Nf5EGCLQqDQ+20skF0KOJYdsczZFjiICtYG0impFhyodPNJyt41uS9votiIFqTUXtVJNsC6YYH3wVRm30+kktTCVPGseaqWaEH2IDI26wcm32NCrS3niqFUUWmU4lUQikXgjwhDB+53f54nVT2Bzlhi89So973Z+l0i/SLIt2WSbs7E5bBh1xit6WJhaKFKcq5QqgnXBF3TwkmfJI8uShcVuIVAbSIQhQsoISCQ+kEYcieQ8ZJmz+Pnoz0zdNZW8ojyUCiXd47szu89sZu6Zyb317mXDqQ089PtDmGwm1Eo1t9W6jcebPe51gTxbcJaPt3/M78d/x+6046/x55FGj3BH7TsIM3hPfSeRnI/jOcd5Y9MbbE/dDghvrpfavMT49uNJykli0aFFOHFyV527qBVci11pu5i4ZaJL46l5RHPe6PAGNYNqVuq48635bD6zmUlbJ5FaKIQXW0S2YHz78VQPql6pY5H8d8g329BrSjbvOo1SeuJIJBKJD9RKNS2jW7LktiX8dOQnDmUdomlEU/rW6EtMQAxJ2Um8tvE1dqWLtOHR/tG80u4VWkW2wl9bceH6hbZCdp7byfi/xpNSkAJAw7CGTOgwgYTgBJ8hWqfyTjFx80Q2pmzEiZMQXQjPtHyG7vHd5aGOROIFmWJcIikHu8POtwe/5d1t73rUNQhrwJTuU5ixdwbzD8z3qO8R14PxHca7LT6Zpkye/eNZtp/b7tF+dLPRDGs07Ib2yJHz89I4k3+GwcsGk2H2zI42o/cM2kS3weYQL8BqpZrt57Yz9PehHm1D9aF8e+u3VAmocqWH7GLr2a08svwRj/IwfRjf3vrtNZcG/XqlsufmgCl/Euav47HOwqg4c+MxTmeZ+PVpqQcgkZRGrpuSsjidToocRWhVWgBO559m0C+DyLZke7Sde8tcmkU2q7B770vfx+Blgz2yuAZqAlnUfxGxgbEe15wrOMfDyx8mOS/Zo+79zu/Tp0afChufRHK9cO2pWkpuKPKseWSbs7E7ro4bfWphKlN3T0WtVNMzvicjmozg3rr3EqILYX/GfnIsOXx36Duv165OXk2mOdOtLM2U5tWAAzBz70zSTGkV/gyS658dqTu8GnAAPvz7Q7LMWaiVatRKNdnmbD7a/pHXtpnmTLae3erzPhabhSxzFhabxa28sKhQhHHZvWfG8EWWOYvJf0/2WpdhzvCp5yO5/imw2DCU0sTRqaWwsUQikVwIFruFgqIC11q96fQmrwYcgI93fEyOJadC7ptnzeOzfz7zMOAA5BXlsebkGq/XJeUkeTXgFI8vrVDujSWSslyT4VSnT5/mhRde4LfffsNkMlGnTh1mzJhBy5Ytz3+x5Jog3ZTOrtRdzD0wl8KiQm6ufjN9a/StVA8BEG6hNYw1GNl0JCtOrGBd8joi/CJ4sc2LJGYlkmXJcnk4eCOtMI0aQTVc30/mniz3XvlF+RU5fMkNwpYzW3zWHcw8iMVeYnSx2C3sz9jvs/1fKX8xMGGgW1mhrZDk3GRm7Z3F4ezDJAQn8HCjhwk3hHMs5xiz987mXOE5WkW3YnC9wcQGxJ43U0bxWA5kHvBZv/nMZm6teet5+5FcfxRY7ehKh1OpVZiKpCaORCKR+KKgqIDjOceZtXcWx3OPUz+sPqOajmLzmc0+r9mfsR+TzVQhIUuFRYXsy9jns37L2S3cW+9el4dQMbvTdvu85nT+acw282WPTSK53rjmjDhZWVl06NCBbt268dtvvxEZGcnRo0cJDg6+2kOTVBAZpgze2vwWq0+udpUdyDzA/APzmXvL3EpVz/dX+zOs0TCeXvu060X4UNYh/jz9J8MaDcOoLd91ueyiGO4X7rOtUqHEoPIthiyR+KK6sbrPuki/SFSKkpdhlUJFlF8Up/JPeW1f2ugIQtR7c8pmxqwd4zpdS8xK5Ldjv/F2x7dZlLjI5TFzKOsQixMX8/UtX9MgrMF5x61SqIj0i+RswVnvYzHW8Fouuf4ptLhr4ug1SkxS2FgikUi8YrVbWZe8jhc3vOgqO5R1iHOF52gQ6ns9jvKLQqOsmDB+rUrrElD2RnxgvNcDHm8hVsUEaAJuaJmBawGFQsGSJUsYOHBghfe9bt06unXrRlZW1mW/61/sOGfPns2YMWPIzs6+rPteKa65cKp3332XuLg4Zs2aRZs2bahevTo9evSgVq1aV3tokgrieO5xNwNOMemmdGbvne0RynElUSlVfL7zczdPhmJm7Z2FQW2gdXRrr9dWN1YnVB/qVlbFv4rPbADd47p7tJdILoSe1XqiVni3yT/a6FHCDSXGw3C/cIY3Hu61rUqhok9199jzNFMar258FSdODGoD0f7RGNQGnDiZtHUSg+oNcmtvtpsZv2k8Weas84473OB7LGqFmh7Vepy3D8n1SaHV7pZiXKdWYbLaucFk/CQSieSCSDelM/6v8R7lW89spU1MG5QK7698w5sMr7CkGiH6EEY0GQGAAgWRfpGufa0CBXfUucPrOBqGNfSZ0fWO2nfgr6444WXJxTF06NDzGj3OnDnDLbfcckXu3759e86cOUNQ0OV7il3sOO+9914SExMv+75XimvOE2fp0qX07t2bu+++mz/++IPY2Fgef/xxhg/3/iJgsViwWEpewHNzcytrqJJL5KcjP/msW3ZsGcObDCdKHXVRfeZZ88g0Z3Iw4yB6tZ6EkATCDeHoVDqv7bPMWaQVpmGxWziUdchrGydODmQeYEL7CYxeM5oj2UdcdVX8q/BZ98+I8ItwuybKP4qpPafy2MrHSDelu8obhzfmhTYvVGiGgGsBOT8rhij/KD7r/hnPrHsGs73E7XhgwkB6VuvpkQ2iS1wX7ky/k8WHF7vKdCod73d5nxh/dyHhDFMGWpWW1296nUBtIGcLzhLtH02eNY/Pd37u9VRtf6bQizpfSlGFQkGP+B7sTd/LkiNLXOV6lZ7JXScT7R99Ub+DpOK4mnPTanNgczjdU4xrlNidTqx2Bzq1TDkruXGR66bEG6mFqZhsJo9yu9POwkMLeb/z+4z7c5zboeSguoPoENuh3H7TCtM4U3CGU3mniA2IJSYgptzU5K2iWvFup3cJ1AZyIvcEerXetd/2JYmwN30vb3V4i9c3ve4mK9AxtiONwxuTY80hUBd4vp9AUslYrVa0Wi3R0Vdur3a+/u12OwqFAqXy/H4pFztOg8GAwfDfjZC45ow4SUlJfPnllzz77LOMGzeOrVu38tRTT6HT6XjwwQc92k+aNInx4z0t05Ibh0xzJl/t/oq5B+a6yrRKLZM6TaJj1Y74qf3c2qcWpvL6ptf58/SffNTVuwBsMTaHjdjAWKb3ms7ZwrOczDtJjH8MVQKqEOXn3dBUO6Q2C25dwKn8U5wrPEd1Y3Wi/KJuyPTicn5WDDqVjrYxbflx4I8cyz5GflE+dULrEK4Px6jzHvLXOqo13eO7cyL3BH5qP0L1oRg1nm1VChVvdXiLSVsncSL3hKu8mrEab3V4iyLHxYkZlyXMEMbYVmMZ2mgoiZmJBGgCqBlckwhDhHShvopczblZaBU6Y7oynjgAJqtdGnEkNzRy3ZRcLKtPrubJ5k/y020/kZSTRGFRIXVD64p138ceAUTa78dXP86xnGOusrjAOKb2nEq8Md7ndfsy9jF3/1xXCLZGqWFix4k+22eYMvj9+O+Mbz8ek81ErjWXuMA4DmYeZNyf41g6cOklPPX1h91hZ0fqDtIK04jwi6BFZAtUyspbD7t27UqjRo3QarXMmTOHhg0b8scff7iFKVmtVp599lkWL15MVlYW0dHRjBgxgpdeesmjv0OHDlGvXj0OHDhAvXr1XOWTJ0/m008/5dixY/zxxx9u4VTFIU7z5s3j+eefJzExkcOHD6PX63n00UdZs2YN0dHRTJw4kXHjxjFmzBjGjBkDuIdTHT9+nBo1arB48WI+++wztmzZQu3atZk6dSo33XQT4D2caunSpbz55pvs3buXgIAAOnfuzA8//ADAvHnz+Pjjjzl06BD+/v50796djz/+mMhI30bPy+GaM+I4HA5atWrF22+/DUDz5s3Zt28fX375pVcjzksvvcSzzz7r+p6bm0tcXFyljVdy8dyWcJvbqXxpbq1xK8G64Ivqb+uZrW4GHACrw8rYP8ay5LYl1AouCcWz2q3M2T+HP0//CQgh4nqh9TiYedCjXwUKGoc3BkSISrhfOI3CG13QmKL8o4jyvzhvousROT8rDo1KQ2xALLEBvmPLi/kj+Q9e/+t1lAolEYYILHYL2ZZsVAoVP972I9WDqrvaBmoDeWPTG24GHIATuSf4ZMcnvNLuFY/+G4Q2uCiRRKPOiFFnpGZQzQu+RnJluZpzs+Bf7ZvSnjhatTDoFFrtBPt5vUwiuSGQ66bEG5F+kRjUBq/eOOGGcAI0AUT5R5WrP1OaLHMW/7f+/9wMOADJeck8s+4ZpvWa5vXw8e9zfzNn/xy3siJHES+sf4EfbvuBhOAEj2s6xnbkw+0f8twfz2HUGjGoDWSYMrA5bXSo0qFCRJevdVadWMU7W9/hXOE5V1mUXxQvtnmRntV6Vto4vv76a0aNGsXGjRu9hjd/+umnLF26lIULFxIfH09ycjLJyd4zj9WtW5eWLVsyf/58JkyY4Cr/5ptvuO+++zy8yIspLCxk0qRJfPXVV4SFhREZGcnAgQNJT09n3bp1aDQann32WVJTU8/7PC+//DIffPABtWvX5uWXX2bw4MEcOXIEtdrTRLJs2TLuuOMOXn75ZebOnYvVamXZsmWueqvVyoQJE6hbty6pqak888wzDB06lF9//fW847gUrjkjTkxMDA0auAt01a9fn8WLF3ttr9Pp0Om8h8xI/ptUN1anR3wPD12ccEM4QxsNRacW/3/mW/PJsebgdDoxao0epwk5lhxyLblM2z3N632cOFlyeAljW491lWWYMlh4aKHr+4JDC3ipzUv8b/f/uC3hNsL0YdgcNpYfX07j8MaEGqSGzeUg52cJaYVpmG1m1Eo1YYYwj+wNFUV6YTrT90yncXhjRjcfTbAuGAUK9mfs56PtH/H78d8Z2XSkq73ZZmZ/pvdsVgcyD1BQVOBWplfpeb396+cNpZL8t7mac9P0ryeOm7BxKSOORHIjI9fNG4cCawHZlmycOAnUBBKk923MCDeE8/pNr7sJG4Pwpp3QfkK5IVDeyDRnsjd9r9e6xKxEssxZ+Gv8yTRnYnfa8df4gxP+t/t/Xq9x4uSHxB8Y23qshy5OpF8kQ+oPYf6B+eRac8m1ihDBAE0A/9f6/wjU3tihVKtOrOLZdc96pG5PLUzl2XXPMrnr5Eoz5CQkJPDee+/5rD958iS1a9emY8eOKBQKqlWrVm5/Q4YMYcqUKS4jTmJiItu3b2fOnDk+rykqKuKLL76gadOmABw8eJBVq1axbds2WrVqBcBXX31F7dq1z/s8Y8eO5dZbRRbU8ePH07BhQ44cOeLmGVTMxIkTGTRokJsnZPEYAIYNG+b675o1a/Lpp5/Spk0b8vPzCQgIOO9YLpZrzojToUMHDh1y1yhJTEw87x+J5NohzBDGK+1eoX/N/l5TjDudTk7knuCDvz9g/an1OHHSJroNL7R5wXWSfzT7KJO2TqJfzX5uVuuynMg7gc1hc+l6FDmK3E4xzhSc4WTuSR5q+BCf/vMpp/JO4af24+46d3NrzVsJ0FT8pJTcWORZ89h+bjvvb3ufk3knMagN3F3nbh5q+NBFb7ouBLvTTr+a/Wgd05oP//6Q/Rn7USvU9KzWk9l9ZvNL0i9u7QttheX2p1Fq6Bzb2SPFuERyqRRYhKHGLZxKUxJOJZFIJNc7J3NPMnn7ZNYmr8XhdNAisgUvtnmR2sG1Uas8X9+0Ki2to1szs/dM5h+Yz6m8U9QMrsmQekOIDYz16dXgi/LW/mBdMCqlire3vM0vSb9Q5CiiTkgdJnWcRGqhb++H4j132UMqo87IiCYj6FK1CzP3ziTbkk2HKh24s86dN/x+wu6w887WdzwMOCAMYwoUvLv1XbrFdauU0KpiI4kvhg4dSq9evahbty59+vShX79+3HzzzQCMHDmSefPmudrm5+czaNAg/u///o/NmzfTrl075s+fT7NmzTwcNkqj1Wpp0qSJ6/uhQ4dQq9W0aNHCVZaQkEBIyPkPE0v3ExMjNCFTU1O9GnF27tzpU4MX4J9//uGNN95g586dZGZm4nA4AGHYKu95LpVrzojzzDPP0L59e95++23uuecetm7dyrRp05g2zbu3heTaJNwQTo9qPWgT3Qa7006gNtD1j1NKfgr3/3Y/OZYcV/utZ7dy/6/3s6jfIpw4uf/X+zHbzTQKb0T90PpsObvF633axbRzE2bVqXVE+UW5DD9NwpugVql5fv3zrjaFtkK+3v81h7MP806nd6THgeSy2HxmM8+uK3GNN9lMzNk/h/0Z+/mgywcVrpVkUBloH9ueh39/GLtTvBDbnDZ+P/47e9L38GXPL93aB+uCUSqUOJwOj76UCiWRfpG83+V9rHYr/hp/qWMjuWwKijVx1CVGnJJwKttVGZNEIpFUFin5KTz424NkmDNcZTtSd4h97oBFXkOP8635/G/X/1h2bBk3V7uZLnFdSMlP4dEVj/Jo40eFJ7uPZB7eCNIG+Vz7n2/9PE+teYrjucddZYlZifx09CcahDVgU8omr322i27n08s4RB/CTVVuokl4E6wOK4GaQK/GqhuNHak7yj2MduLkbOFZdqTu8JkttyLx9y8/AUuLFi04duwYv/32G6tWreKee+6hZ8+efP/997z55puMHTvWrX1MTAzdunXjm2++oV27dnz77beMGDGi3HsYDAY3o6SvrJUXks1SoynZsxb3WWx88XZfXxQUFHDzzTdz8803M2/ePCIiIjh58iS9e/fGarWedxyXwjWXYrx169YsWbKEb7/9lkaNGjFhwgQ+/vhjhgwZcrWHJrkCBOoCCdYHuww4DqeD347/5mbAKcZkM7E9dTuz9s7CbDfTPKI5tYJq8Vyr5wjTe74IG7VGulTtgt1RcrIbaYjkqRZPub7fVecuZuyZ4XVsm1I2lfsPq0RyPlILU3l/2/te6/4+9zdnCs5U+D2tTiuf//O5y4BTmtP5pz3cp0P1ofSv2d9rX/1r9idUH4pOpUOr0koDjqRCKPa28RZOZbZ531xJJBLJ9cK65HVuBpxirA4rX+35yqvuTaY5k+8Pf09BUQFLjixh2u5p/JL0C2a7ma/2fEV6YbrHNeURZgjj9oTbUSqUtI1uy8CEgdwUcxMxfjEoFUo3A04xS48u5f7696PA0+vHqDXSPb77ee+rV+vx1/hLA86/pBWmVWi7ysBoNHLvvfcyffp0vvvuOxYvXkxmZiaRkZEkJCS4PsUMGTKE7777jr/++oujR48yaNCgi7pfvXr1sNls/PPPP66yI0eOuAkSVwRNmjRh9erVXusOHjxIeno677zzDp06daJevXoXpMlzOVxzRhyAfv36sWfPHsxmMwcOHCjXtUlyfVFQVMD6U+t91tscNg5lHeLbW79lcP3BrEtex1d7vmJChwm81u411AqxKDQJb8LUnlOZvXc2r258ld1pu8k2Z6NQKOgS24XXbnqNYF0w/hp/0ky+/2E8mOEpeCyRXCiFRYXlGmp8xaNf7j13pO7wWb/x9Ea37wHaAJ5q8RRD6g9xneLpVDruq3cfTzR7gpN5J5m4eSJj/xjLrL2zvG7sJJKLoVj3xpsnjkl64kgkkusYk83EuuR1Puu3ntlKvjXfo/xc4TmvXjMAZruZHKvn4Wd5+Gv8Gd1sNHP6zKFuaF0yTBnUCq7FR90+IsuU5fWabEs2y48v5/Men7uFQTUMa8jM3jN9phgHyLXkciDjABM2T2DM2jEsTlzMmfyKP8i61ojwi6jQdleajz76iAULFnDw4EESExNZtGgR0dHRBAcH+7zmjjvuIDc3l1GjRtGtWzdiYy8uhK5evXr07NmTxx57jK1bt/LPP//w2GOPeXjsXC6vv/463377La+//joHDhxgz549Ln2g+Ph4tFotn332GUlJSSxdutRNrPlKIM2ckmsKrVLr1aumGKfTyVsd3uLVTa+6vQCvOLGCXvG9+H7A9zicDrae3crTa592GWh+TvqZhxo8xKNNHiVYH8wdCXfQMbYjBUUFPt1JASlsLLks1Eo1aoUam9P7i2l5f+uXilKhJEQf4jNuvWz4lsPpIDk3mVxLLm93FFkBFQoFCqeC9afX89bmt1xtN5zewMy9M5lx8wzqhNap8LFLbgxMXrJTuVKMF0lNHIlEcv2iUWoIN4T7rA/SBXnVPvHXlB/mcrHJEpxOJyfzTjJ8xXCsDhEOsuH0BhYcWsBHXT+iQWgDr0kPelXrxY9HfuSRRo+4xno0+yg/Hf2JRxs/Sqjec9+cb81nyZElfPD3B66yDac3EOkXyaw+s4gP9J3O/HqnRWQLovyiSC1M9aqLo0BBlF8ULSJbeLm68gkICODdd9/l8OHDqFQqWrduza+//opS6dtvxGg00r9/fxYtWsTMmTMv6b5z5szhkUceoXPnzkRHRzNp0iT27duHXq+/1EfxoGvXrixatIgJEybwzjvvYDQa6dy5MwARERHMnj2bcePG8emnn9KiRQs++OADBgwYUGH3L4vCeSEBY9cRubm5BAUFkZOTg9FoPP8Fkv8cO87t4KHfH/Ja90O/H9h4ZiMfbv/Qa/1n3T/jeM5xn/UL+y2kflh91/cCawEvb3zZI1MWgEFt4Mfbfiz3ZEFycdxo87OwqJDxf43n12Oe6Qd1Kh0/3fbTBacDvVBsDhsz9sxgys4pXusX9VtEvbASQbdzBecYtGwQ6SZ3V+zv+3/Pvb/c6zUsq2VUS97v/P5/5mRIcvlU5tycvfEYE389wJxhbV1lTqeTIV9tYeLtjbmv7Y27oZdIynKjrZs3AnvS93Dfsvu81r3T6R1urXmrR3lqQSr3/Xqf1zD/uiF1mXbzNK8GFF+cKzzHfcvucx34lD7QDNWHMrbVWMb9Oc6trm10W5pFNvOZoerrPl/TIsrT2HA85zj9f/Qetn1ztZt5s8Ob5zVSXc8UZ6cC3Aw5xWFrlZmd6lrh1KlTxMXFsWrVKnr06HG1h3NFkJ44kqtGamEqmeZMTDYTYfowwgxhrn+kbQ4bZ/LPkGnJxGq3EmGIQKPUkGZKw+F0sGTAElafXO32InpHwh3otXp+PPqjz3suSlzEzdVu9ln/c9LPbkYcf60/z7d+nqPZR93CRHQqHZ93//yKZA+S3Dj4afwY02IMhzIPcTTnqKtco9TweY/PMagNJGUnkWvNxag1EqIP8Smk7XA4OJV/iixLFla7lXBDOGH6MPzUfqSaUskwifj6MEMY/Wv1Z9vZbW6C3woUvNTmJcL0YZzIPUGmORN/tT9qpRqVwv3Ur3lEc/Zn7PdqwAHYfm47OZYc0kxprrGEG8LRqyvuRERy/WIqcrjp4YDw/tJplFLYWCKRXHPkW/PJNGeSac7EoDYQqg8t95CjWmA1nmz+JJ/985lb+S3Vb6FtTFuv10T6RzKlxxQeWf6IK0U3iEQh73d5/6IMOABZ5izyrfk83vRxGoY3pLCoED+NHwczDzJr7yxqGGvwZvs3CdYFY3VY0al0+Kn9eGXjKz77XHp0KVUDq5JjySHbnE2ANoBwQzgbUzb6vGb1ydU81+q5G9qI07NaTyZ3ncw7W99xM9JF+UXxQpsXpAEHWLNmDfn5+TRu3JgzZ87w/PPPU716dZenzPWINOJIKh2n08nh7MM8teYpTuefBkClUDGo7iCGNxlOgCaAXWm7eH798y5hN41Sw4MNHkSn0vHFri/Qq/Q80fwJFty6gC1nttCxakciDZHkF+VjsVl83ttis3i8kJbGVOQpFlcloAozes/gWM4x/kn9h9iAWJpHNifaL9ots5VEcinEBMQw/ebpHM89zo7UHcT4xdAyqiVKhZLn1z/vZmhpGdWSSR0nERMQ49aHxWZhb/pe/m/9/7lCBNVKNQ83fJh+Nfsx5Nch5BeJGHp/jT9vdXiLN9u/yTnTOTae3kigNpCOsR3xU/vx6T+f8tPRn1ynPTWMNXij/Ru8tfkt13zVqXSYbeZyn+tk3kmeXvs0IObvqKajuLvO3QTrgyvkd5Ncv5isNjc9nGJ0ahUWKWwskUiuITJMGXy580sWHV7k8mSJC4zj0+6fkhCc4PUao87IffXuo1e1Xmw8vRGL3UKH2A5E+UWVmxE1RBfCe53fIzkvmeS8ZGoE1SDGP4ZATeBFj9vpcPJe5/f4ev/XfLHrC1d588jmfN79c4ocRXy+83OXUUGtUPNwo4cZ1mgYE7dM9OgvQB3Agw0e5I1Nb7Dh9AZXef9a/alurO5zHHan3aekwY1Ez2o96RbXjR2pO0grTCPCL4IWkS0qJa34tUBRURHjxo0jKSmJwMBA2rdvz/z5892yT11vyDdQSaVztuAsw5YPc8swZXfamX9wPjEBMXSu2pnHVz+OxV5ijClyFDFj7wxebfcqNYw1OJZ7jA///pDPe3zOsMbDXO0MKgM94nvw9f6vvd771pq3ujwSvHFLjVu8lkf6RRLpF+nzBEQiuRwi/CKI8ItwpYfMseTwwvoX3Aw4IDxcXvrzJT7u+rGbMSSlIIVRq0e5ZaywOWxM3zOd+MB42ka3ZXWyCAksKCrgmXXP8F2/72ge2Zzmkc0BsNqtfLHzCw9PtmO5x3hj0xuMaTGGl/58CRApL8e0GuPzeWoE1SAlP8X1vchRxKf/fEp1Y3V6Ve910b+P5MbCVGR3aeCURqdWuvRyJBKJ5L+OzWHj+8Tv+S7xO7fy5LxkHl3+KN/2+5YY/xiv1wZoAwjQBlAjqMYF3SvTnMmYtWPYm7GX2IBYwg3hLD++nHOF5+gW142JHScSqL1wY06QPoiPdnzEtrPb3Mr/Sf2HImcRT65+0n3P4RR7jpfbvuxVL2dcu3F8vvNzNwMOiFCh9zt7z9IJ0DSi6UWN+3pGpVRVShrxa5HevXvTu3fvqz2MSuWazE4lubY5kHnAa4pwgC0pW1h9crWbAQeEp063uG4EagMZ3348d9S+A4PawLTd00jJT3F531idVrrFd/MqCFsjqAbxxnh6xPfAT+3nUd8ysiU1g2tWwBNKJJdHpjnTp3vx9nPbyTRnupWtP7Xea8pRgK/2fsX9De73KP/+0PdkmDJIzhUndqmFqXxz8BuvfZwrPIcTJ0at0FuwOqyk5KUwMGGgR1uVQsXjTR/nu0PfedRN2TmlXCOqRAIiO5U3TxytWimFjSUSyTVDWmEaX+/zfqiYYc7gSNaRCrtXpimTvRl76VK1C2+0f4NxbcYxvv14WkW1Yl3yOo99w/mw2C38deYvj/LawbXZm77X555j1t5Z3F33bs/rQmqz6uQqj3KTzURiViI94z1DgjRKDePajiNIF3RRY5dIbgSkJ46k0jmcddhnnUFj4FDmIbeyEF0IEztOZP2p9UzcMhGr3Uqn2E583O1jpu2axrnCc0zdNZXhjYejV+v5dMenTOw4kVUnVrHu1DrUSjW9q/emVVQrZu+dTavoVky/eTqLEhex/tR6/DX+DKk/hF7VepWbEUAiqSwKigrKrc+z5rl9T8xM9Nk2OS+ZAG2AW9nttW7n7rp38+Zfb7IpZRN+Gj8+6PKBz00ZiJj+jlU6sunMJqobq2PUGRnVdBStoloxZ/8c0grTaBzRmAcbPMi8A/O8pho/mXeSIkdRuc8mkZiK7K6U4qXRqZWYpRFHIpFcI1jtVvKK8nzWJ+Uk0alqpwq5V5Y5i2m9ppFuSmfSlkmcyjtFreBajGg6gkF1B513X1EWX+2j/KM4mXfS53UpBSm0jmrNoLqDWHliJTqVjnvq3oPFbvEZFvXFzi9Y0G8Bnat2Zta+WWSbs2kT3YaRzUbe0JmpJJLykEYcSaVTN7Suz7qCogLaVWnH78d/d5WNazuO97a95/ZSuOLECjalbGJKjylkmbJYcmQJ65LXsaDfAvw1/oxePZpu8d14rMlj2B121p9az5x9c7irzl1sO7uNz/75jPvr38+8W+Zh0BgI04ehUCiu4FNLJBdOgCag3Hqjzj0DSYPwBixNWuq1bXVjdTfPtwhDBIPqD+LB3x7EbBe6Nma7mTxrHv4af58bt4SQBPrW7IvZZkav1rtOxm5LuI020W2wOWwEaAJYdXIV65LXee2jZlBNtMqLS3MqufEwF5XjiSPDqSQSyTWCTq0jSBfk0/u8dnDtCrtXTEAMiw8v5qs9X7nKDmQeYMzaMbzU5iWaRTa7qP587UNS8lPKlRaIC4zDX+PP2FZjGd54OAqFglB9KCdyT6BWqLE5PcXpbU4bNoeN22vfTueqnbE77QRoAvDTeHrNSyQSgQynklQ6dUPqeg13UilU3FnnTvpU60NsgEirXCOoBmmmNK+n+vlF+Sw9spRd6bsAyLJksfTIUkY2HYnNaWPliZW8veVt3t32Ln+d+QuVUkX3+O4ukbgfDv9AqimVcEO4NOBI/lOEGkLpHtfda137mPaE6tyzTHSo0sFn5oYRTUa4uXM/0/IZpu6a6jLgFKNEyd11PF2gAWIDYokwRBCkCyLKP8rDtTkmIIY4YxwhhhBuqnITfmo/1Ao1zSOb0y6mHcG6YACebP4koYaLy5AhufEotHj3xNGolJht0ogjkUiuDSIMEQxvPNxrXaRfZIWG8FvtVmbvne217rN/PvNY88+HVqWlc1WR2aeGsQY3VbmJmkE1ScpJon5ofZ9iyU81f4pwv3B0ah2R/pFE+EWgUqoI1Yf61J1sGNbQlT0rzBBGpF+kNOBIJOdBGnEklU5MQAwze8+kVnAtV9nAWgOZ3Wc2J3JOMPfAXF5p+wrvdHqHNtFt2Hxms8++/jj1h5so3C/HfiHaL5r3O7/v0u8AsZBO7DiRufvnolFpeK3da7zQ5gWWH1/OtN3TSMpOIt+af2UeWCK5SIxaI+PajaNHfA8UlBgYO8d2ZnyH8QTp3Y0oVQOrMq3XNKoGVnWVGdQGnmnxDHVD67IvY5+rPCE4gU0pmzzuaXVYqRtSl0F1B6FWlDhpNghtwMSOE9mfsd/jGm/E+Mcwv+98pvSYQtOIpsQb43mxzYvM6TPHJaIskZRHYZEdrRdhY61KeuJIJJJrB5VSRf+a/Xmk0SNolCVZcuqE1GHGzTOI9o+usHulFqZ69XIBceiZZc66qP6yzFk8UP8BZtw8g7vq3EWsfyy3176dGb1nCE3Km6e5hTrpVXqebfks7WLakWHKYGfqTj78+0O+3Pklh7MOo1QoGd18NH2q90GpKHn9bBXVivc6v+eRdVMikZSPDKeSXBVqBtdkxs0zyDJn4cTJztSdPPDbA676Ofvn0CC0AR90+YDPd37usx9/jb/b6YK/2h+tSkvPaj1pGtmU9MJ0MswZZFuymblnJolZiXzU7SNm7JnBnvQ9rus+++czXmj9AgMTBnroh0gkV4MovygmtJ/AmJZjyLfmE6AJIFQf6hFKBSKdeJOIJnzV6yuyLdlYHVZCdaFE+EWgV+v5rt93rg2cn9oPP7Wfh3i4VqXFX+OPXq1ncrfJFNmL0Kg0HMs+RmphquuU7HwU2grZlLKJ9/8uyTax8NBCmkc054OuH1zGLyK5UTBZ7QQEem5PhLCxTDUrkUiuHUINoYxsOpK76txFtiUbvUpPqD60wr1SdSpdufWljUgXgkFtIMOcwUsbXiLXmusq99f4826nd6lurM7sPrPJsmRhtVsJ0YcQbggn15LLKxtfcTss+mLXF4xsMpL7G9zPS21eYmTTkeRac/HX+BOsDSbSP/LiHlYikUgjjuTqEWYII8wQxrGcY7y5+U2P+v2Z+1mYuJBhjYax7Ngyr330rdmXVSdK1O7vb3C/K/VyjH8MUX5RfL3vayZvnwyIsJMd53a4GXCKeXfbu7SLaUeCNqECnk4iuXwCdYEE6i48tWZsYCyxgbEe5dH+0a4TP4vdwsCEgczaN8utjcVmYeHRhWw4vYHZ+2a71WmVWr4f8P0FjeFM/hk3A04x/6T9w4+Hf+SRxo+gUnp6WUgkxZjLETbOLLBehRFJJBLJpaNX66kaWNXNW7aiCTOEEaILIcvi6XETHxjv2htfKFqVlne2vuNmwAGhXfnWlreY2XsmEX4RRPhFuOqcTierT6726u07dfdUusR1oVF4IxlWLZFUADKcSnLVWX1ytc+6hYcW4qfxY1C9QR51TcKbkBCcwK40oYnToUoH2sW0c2ujVCi5teatNAlvAkCvar1YetS7ACzAr8d+vZRHkEgqlVxLLidyT3Aw8yCn809jtV/4i21xpog6IXXcyrUqLX+e/tPrNVaHlSPZR0jJT+Fg5kGS85IpLCr02vbnpJ993vubg9+QYZYpxiXlY/IpbKySKcYlEonECzF+MbzX+T2P5AH+Gn/e7vQ2sQGxZJoyOZp9lIOZBzlbcBa7w/e/pwVFBSTnJXutO1tw1qsEQYYpg7n75/rsc+GhheXeUyKRXDiV7olz+vRpNm7cSGpqKg6Hu1v0U089VdnDkfwHyDD5fqkrtBWiRMk9de6hfUx71iavxWq30qt6L+ID41l4aCG31bqN2xJuo0ZQDa8pwiP9Ivm428ciJlepLFf7Jt2UXiHPJJFcKVLyU3jzrzfZmLIREHHoQxsOZXC9wRd8ulU1sCqfdPuEg5kHWXliJQHaAKL9o3HiLPe+U/6ZQlJOEiqFiv61+vNk8yeJ9HN3gy5vPudac32mGJVIijFZ7WhVXow4KgVmGU4lkUgkHmjUGppGNGVR/0WsPLGSw9mHaRTWiK5xXYkNiOVQ5iFe2vASh7MPAxCqD+XFNi/SMbYjgVpPj98iR1G597M6PA+P7E47eVbfKdUzzZnYnXZUSG9cieRyqVQjzqxZsxg5ciRarZawMPeUzgqFQhpxblC6VO3CvAPzvNa1iGyBzWljyK9DUKCgdXRr1Eo1EzdPxGwzM6fvHBKCzx/+VOzymWvJpU1MG6+ungA9q/W8rGeRSK4k6aZ0Rq8e7dqEgUgPPnX3VLQqLQ83fBi16sL+WS927S7+m08tTKWKfxVSClK8to83xnMq7xQgNmo/HvkRk83E6+1edwv56lmtp09vnJtibjpv+nSJRKQY9yJsrFZhlp44EolE4hWDxkDN4JqMCB7hVn46/zQP//4weUUlBpZMcybPr3+emb1n0jq6tUdfIboQdCqdh34eCB0+b1lmA7WBtItpx2/Hf/M6vl7VeqFVab3WSSSSi6NSw6lee+01XnvtNXJycjh+/DjHjh1zfZKSkipzKJL/ELWCa1EvtJ5HuUqh4v9a/x+rTqzCZDNRaCvkj1N/sPrkatJMadQMrsmetD2k5KV4dc+0O+xkmDLINGfidAoPA6POyDMtn0Gt9HzRrRVUi7ohdSv+ASWSCiIlP8XNgFOamXtnkmZKu6j+zEVmTued5mz+WSL9InmxzYte27Wv0p7DWYc9Tt5WHF9BpiXTraxhWENqGGt49KFWqnmqxVNSOFxSLk6nE3ORw6smjlatlEYciUQiuUj+SP7DzYBTmk92fEKOOYciexEZpgxXEoRwQzgjmozwes2whsMIM3gacexOO/fUvceryHIV/yrUDKq4lOoSyY1OpRpxCgsLGTRoEEqllOKRlBDhF8Fn3T/joQYP4af2A6B5RHPm9Z1HXEAc285tc2tv1Br5qOtHtK/Snjn75zBy9Uhm7p3JmfwzrjYp+SlM3zOdh39/mEeXP8p3h74jtSAVgJpBNZnfd77r5MGgNnBfvfuY2msqUf5RlfTUEsnFcyznmM+6/KJ8Cm3edWrK4nA4OJ5znE/++YQRq0bw5NonWZS4SKQ97TXDpZcTpAvi8WaPc1vCbXy560uPfpw4ybHkuJVF+Ufxv5v/x+B6g9Gr9AC0iW7DN32/oUaQp3FHIilNkd2J3en0KWwsw6kkEonkwnE4Hfx97m+f9Va7lSxLFp/+8ykP/vYgI1aO4OejP5NXlMddde5iUsdJxAaIhAnR/tG82f5NhtQfgkFt8OirsKiQJYeXMLvPbNpXaY8CBVqlloG1BvJZ98/4PvH7i9Lwk0gkvlE4i10UKoHnn3+e0NBQXnzR+2lvZZCbm0tQUBA5OTkYjZ6peiVXjyJ7ERnmDBxOB/5qf4L0Qdgddt7d+i7fHvrW1e69zu/x1Z6vSMxKdLs+NiCWWb1n4cTJQ78/xNmCs271DcIa8Fn3z1waHjmWHAqLClEoFIToQ86bnlFy5ZHzs3y2ndnGsBXDvNZplBp+Hviz1+xUZUnKSeLB3x70MMC0jW7Lmx3edLlQqxQqiuxF9F3S16dezo+3/Uit4Foe5Va71eUF56/x95oaXXLtUFlzM8dURNPxKxjTozZta7qf9K49mMq0DUkkvd0XpVLhoweJ5MZCrpuS8/HFzi+8HsToVXo+7/k5z6571mM/0Cm2ExM6TCDMEEZaYRpFjiI0So1bNqqyZJmzOJJ9hLc2v0Wnqp1oEt4Eu9PO+lPrOVtwllFNR9E6urWbnIZEIrk0KlUTZ9KkSfTr14/ff/+dxo0bo9Fo3OonT55cmcOR/MfQqDSuNMjFqJQqBtcbzOIji7HarSQEJ5BWmOZhwAER87vs2DLC9GEeBhyA/Rn7+Sf1H3pX7w0IL4MgXdCVeRiJ5AoQZ4wjwhBBmimNMH0YQbogzhacpdBWyMCEgV7dm8uSZ81j2q5p5Fhy0Cg1VA2sisVmIaUghS1nt3A85zjtY9u72meZs2gS0cSVBa40TSOaEqr3LqasVWk95rNEcj6Kw6V8hVMBWGwODFopjCmRSCQXQt8afZm+ezo2p43YgFi0Si3J+cn0qdGHHxJ/8DDgAGw4vYETuScIM4SVa7gpjb/Gn1UnVpGUk0RSjqdMRkFRgTTgSCQVRKUacd5++22WL19O3bpCd6SssLHk2uZE7gmSspNIzkumcXhjQvWhnMw7yZmCM9QJqUOsLpSI1ETIPgkxTSE4DgIivfZlsVlIM6WxJ30PedY8ZvaeyeaUzWSZs1h3ap3PMSw9upR769zrs35x4mI6x3bGYreQWpjKrvRdBGoCaRTeiHBDOHq1/nJ/BonkihHtH83M3jM4nnuCdFM66aZ0agTVQK1Q0ziiMWcKzrAnbQ+51lyaRTYj3BDuYUjJNmfzx6k/GNl0JA3CGnA46zAGtYFqxmosPLSQZUnLSAhOYN2pdUT6RVInpA4fdP6A0WtGcyjrkKufuiF1ebfzu4ToQyr7Z5Bcx1yIEcdUZJdGHIlEcs3jdDo5W3iWo1lHSSlIoXZIbaoGVBVGE2s+5KdC8jawWyCuLQREgSG43D7PFpzlWM4xkvOSqRlUk3hjPDEBMczuM5s8ax7Hco9hspmoE1KHaP9o7v/1fp99/Xz0Z1pEtbjg58k2Z7PixAqf9T8e/ZGmEU05nnucI9lHqBpQlRrBNYj2i5bvgRLJRVKpRpzJkyczc+ZMhg4dWpm3lVQC+zP2M2rVKDLNmSQEJxBnjGP0mtHkWnNdbeoEJTCl6VPErHxVLE5VWsC98yDIPfyj0FbIH8l/MG7DOGxOm6u8T/U+PNn8SSZsnuBzHGqFutw0ySqlioKiAiZtneS20KiVat7r9B4dYzti0HjG+Uok/wWKiixkWbJ5acNL5Bflu8rrhdRjYseJPPT7Q27lXat25aW2L1EloIpbP+PajmPViVVM3TXVVaZWqHmhzQs4nA5+OPIDn+/8HBAna1/0+IIRTUagVqrJMGcQpg8jw5ThVVBcIrkcTP8acXTejDgqpVsbiUQiuVZxOp0cyjrEoysedfOEqRlUky97fE6Vw6vh5zHgLKUD1vpR6Poi+Hv3jDmafZRHVzxKuindVVY1oCpf9vyS0/mnefnPl9321VN7TkWl8G0Q95YEpDwUCkW5/WkUGr7a8xVzD8x1lYXqQ5l+83SXFp9EIrkwKlVhWKfT0aFDh8q8paQSOJF7gqfXPk2mWWSpGd5kOK9vfN3NgAOQmHOESUe/J7/FA6IgZQesfRuK3MVYzxac5YX1L7gtNAC/H/+d3Wm7uavOXT7HcnvC7QTrgn3WD6o7iPWn13ucFNgcNsauH8u5wnPne1yJ5KqRUniG0atHuxlqAA5mHeTLXV/St2Zft/J1p9bx27HfsDlK5lK4IZx0Uzprkte4tbU5bby95W2aRzbnh8M/uMoLigp4fPXjoIBn1j3DR9s/4pl1zzB+83jGrB1DhinjCjyp5EbFZBUGGo3KtyeOzFAlkUiudc4VnmPkypEeoUxJOUlM2DKRvMwkdwMOwLav4MQmr/2lFaYxes1oNwMOwKn8U4z7cxyn8k957Kt/PPIjfWu47xtKU3ZPcT5C9CH0q9nPZ/3AhIEe++9McyaPr3qccwVy/y2RXAyVasR5+umn+eyzzy6rjzfeeAOFQuH2iY6WugtXA5vdxpn8M2SaMl0aNP4afxwOB1mWLK/X/JHyJ+daPcC527/EWbUV7PkO8t3TIi9LWkaAJoAHGjzAR10/4sMuH/J86+epbqzOlJ1TiA+Mp2VUS4++64TUoWZwTVpEtaB2cG2P+vZV2pMQkuDyMCiLw+lg+fHlF/szSG5wCqwFnMo7xfGc46QVXlyK72IcDgfJuckkZiZyPOc4uZZcr+2O5RzzMI4WszZ5LTfF3ORR/s3Bb9w0ovKL8vn24Lce7UBkm1p5YiVxgXFu5QVFBeRYcgjWBZNrzcXuFC/Rh7MPu4y3EklFUOKJ43ma6wqnskojjkQiubY5U3CGDLP3Q5CNpzeSWaO91zo2TIbCTMg7C+lHIOs4WAtIN6VzKu+U10v2pO+hbkhdHmzwoNu++nDWYW6pcYtX/bo+1ftQWHRhGS+LybHk0C6mHfGB8R51nWI7YXPaqB9W36PuXOE50kyXtn+SSG5UKjWcauvWraxZs4ZffvmFhg0beggb//DDDz6udKdhw4asWrXK9V2lkrHxlU26KZ2Fhxbya9KvPNPyGVd5gCbApwEHhKHkaP5p3k2cwTPtHqLTuSSCyqQbzLfm836X95l3YB7z9s/DiZMaQTUY1WwUa0+uJc2UxoBaA7ilxi2sPrEam9NGt7huhBnC+GTHJ0zt/jlfdn6frac3suT0OtRKNYPj+9Aoqjl2hcrjlKI0vhZAicQbp/JO8cHfH7A2eS0Op4P4wHjGtR1Hs4hm+Gv9L6iP1MJUNp7eyJSdU0gtTEWj1NCneh8eb/Y4VQOrurc1pfrsx+604yh7aoeYq6WTENqd9vLnQP4pjFrPDCeZ5kyMWqPHptNkM/nsSyK5WMrVxFFJTxyJRHJ9kGnyfQDixInFYfNemX8Osk/AoqHCgKNUQcM7yL/p0XLvF6gN5Ej2Eebun4sTJzWDajKq6SiWH1/OtJ7TWHlyJZtSNuGn9mNArQFUN1bnl6O/0CH2wiMobA4bE7dMZEzLMSTnJrPh9AZ0Kh29qvXC6rDyw+EfCNJ6TyjiTVxZIpH4plKNOMHBwdxxxx2X3Y9arZbeN1eRfGs+X+z8gkWJi1CidNPbyDBneLx4lsaoNWJz2kgtTOWl7e/zdsvn6acPprSc2e0Jt/PEmidILSx5YT2Wc4wX17/I5z0+R6VQ8fqm16kaWJUOVTqgUqhYfHgxR7OPcnvC7fhbC9BNaUf/sAS61+iE0u7A8NsbYM4he9SfNA5v7DXTDnBRi5XkxuZswVkeWf4IKQUprrKTeScZuWoks/vM9uotVhaHw8HG0xt5bdNrrrIiRxE/J/1MUk4Sk7tOdptf9ULq+ewrRBeCxW7xKG8c3hitSuv6blAbaBLehO2p27320zi8MYsSF3mUVzdW52yhe9Y3lUJVbviiRHKxmIuEIdKbJo7OFU7laayUSCSSa4myHq+l8df4468N9F5ZtQ1s/1oYcAAcdtiziMjWD6FA4VUXUqPUkGfNY1NKSShWUk4SL2x4gc97fM7vx39nw+kNNIlogsVm4Z2t76BWqpnSY8pFPZO/xp/qxuo8u+5Z6oXWo0VkC4ocRXy560vOFZ5jdLPRrE1e6/XamICYi7qXRHKjU6lGnFmzZlVIP4cPH6ZKlSrodDratm3L22+/Tc2aNSukb0n52Bw2cqw5ZJuz0Sq1WB1WzhacpVtcN9Ymr8XmsHE0+yito1uz7ew2j+vvr38/S48sBYRBZ1/BadooHEQ4HSgVYoOemJXoZsApxomTWXtnMaHDBAI0AZzKO8V3h75z1WuUGoY2fAjdug/AboXU/fin7nfrI/jQbzzX6jke+u0hj4Uuyi+KphFNL/s3ktwY7M/Y72bAKc37297ny55fnjdz0+n800zZ6X2TtC9jH2cKzrgZcSIMYTSLaMbOtJ0e7Yc2GsqSI0s8yp9q/hRR/lGu70EOJ880eIgHUnd4zIFIv0hi/GM4lnPMrbxxeGPSTGkeXjd31bnrgtKaSyQXSnGolFdhY6mJI5FIrhN0Kh03VbmJv1L+8qgbUn8I6lKHLy6Uamg1DL4b4lEVemgFt1a/hV+O/+pRN7jeYH4//rtHucPp4Ot9X9MsopnLm7c4XPpc4TmSspOoF+r78KgsAdoAnmj+BBtOb+Bg5kEOZh501YXoQmhfpb3XPU/P+J6E6eVeQiK5GCpFE8dkMrF06VLy8vI86nJzc1m6dCkWi+cJsjfatm3LnDlzWL58OdOnT+fs2bO0b9+ejAzvcaUWi4Xc3Fy3j+TisdqtHM85zkfbP+KVP1/BX+vPR90+omd8T57f8Dyjm41mUN1B6FV6pu6ayoMNHuTO2neiVYpFKEQXwlPNn0Kj0rAxZSOPNHqEV9u9yrnCc7y44UXm7JvD6fzTAGxM2ehzHLvTd6NSqphzyxyaRzR3ldcLrcecW+YQpw6AY+t8P8j+pdQNqMbUHp+7YnYVKOgS24mZN38lTwIqmWt5fm467V1cEIQBxptXTFlMNpNXg2Uxe9L3uH2PCazKpE6TuCPhDjRKEY4apg/j1Xav0jO+JwaVAcW/fm3xgfF83uNzz4wP1gJq7/2FL7t/RjVjNUDMgY6xHfmqxxc4LPmEG8IBkZliYK0BvN/5PQqKCvDXiBAxf40/I5uMZGTTka4yyfXF1ZqbZpsdpQJUSs90sy4jjk0acSQ3LtfyuikpISk7ibvr3M0dte9Ap9IBEKwLZnSz0QRoAsjR+UP1jiUXRDaAh36GTZ+KDK9lCPzrC55u/ChDGw7FoBZZVgM1gTzZ/ElaR7Xml6RfvI5jV9ouusd3p0d8D45kHyHLksWzrZ7lmZbPeDUwnY8axhrM6D2DWsG1XGVto9vy9S1fExcYx9hWY10h23qVngcaPMC4tuMI0nkPs5JIJN6pFE+cadOmsXTpUgYMGOBRZzQa+fTTTzl58iSjR48+b1+33HKL678bN27MTTfdRK1atfj666959tlnPdpPmjSJ8ePHX94D3OA4nU52p+1m+Mrhriw3f5/7m6VHl/L6Ta+TZcli8LLBjG42mq9v+RqlQolepee5Vs8xvMlwssxZJOUkseTwEv4+9zeD6g7C6rDyf+v/z3WPv8/9zYy9M1jUbxEx/r4NKWH6MFQKFbVDavNp90/JsebgdDoJ0gUJr4fCLAiIgJxk7x0Yq+Bnt9B+zfvMbngH+cZo1CgIOfYnARu/hK7Pg588DagsruX5GRsY67MuRBeC8gJs5FqVFrVS7ZY9qjSRhki374W2Qjaf2UyRo4h3Or0DCEPQsqPLSAhOoH5YfW6vfTsOp4NMcyZz9s9h/E3jCdYHl3SiVJPdaCCz9n/NffXuI9wQjlKh5J/Uf/hm/zxGx/fl2xYvYHLY0AKh+3/FcOA3Hm46mP41+2OymzCoDIQbwtGo3HXNJNcPV2tumqx2tGolCoVvI44UNpbcyFzL66akhGC9kWHLH6VX9V683fFtACx2Cz8d+YktZ7fQ/fZf4N55YMoChwP0QeC0wylPL3cAS6uH2ZWbxOm807zZ/k2UCiVFjiKO5Rxj2znv1wCEGcLYl7GPz/4pSTyzLnkdfWv0pX/N/hf9XDq1jpZRLZlx8wzyrHkoFUqCdcEYdcJwc3/9+7m52s2Y7WZ0Kh3hhnC3kG+JRHJhKJylFS+vEG3atOHVV1+lf3/v/xj88ssvvPnmm2zduvWS+u/VqxcJCQl8+eWXHnUWi8XNyyc3N5e4uDhycnIwGj3FOyWenCs4x5Bfh3hNvx2oCeT19q8z9o+xgMgQNb3XdEINoa42Kfkp3P7T7RTaCtEpdXzS/RNGrRrlNW63e3x3Hm86irt/vsdr/XMtn2VI3cFoNHrfAz7wi1dXUwCGr4F9P8GmT3zUr4XYFr77llQo1/L8PJF7ggE/DvAqJvx0i6d5uOHDqJTli67nFmYwafsHXk/IDGoDi/p9R7WgGq6y5Lxk+i/p73J3Lk3DsIZ0j+/O1F1T0Sg1FNpEVolBdQcxttVYdGpx0me1WZi87X3mJ4pQRD+1HzaHDatDCIzP7zWDJnPvBlN2SecKJTy5HUJl2OqNwtWam5+vPcK09UlMvd+7ptT9M7bwxoCGPNCu2hUbg0TyX+ZaXjclJZzNPsag5Q97zVDVIfom3r/pdQKNZQ6L7EWw7h3Y8IHHNSdG/8WgFY+QX5SPSqHCoDZQaCtEqVAypfsUn/vusa3G8tux39iXsc+jbu4tc2kW2eySn1EikVw5KsUT5/DhwzRt6ltrpEmTJhw+fPiS+rZYLBw4cIBOnTp5rdfpdOh0ukvqWyLIsmR5NeAA5BXloUCBUqEkwhDBh10+LDHg5J2FvLNE2izM7DWNI7nHCdIFUVBUwOc9PmdH6g5m75vt5oWwLnkdTzV7ivEdxjN+03i3l9WucV0JN0SQWZhKVJBn+kIX8e2gzWOwdVpJmUIBvSYACqjSDO6ZA5u/gJOb3a/d9Z004lQi1/L8jPKL4sMuH/J/6//P7W+4c9XO3FbrtvMacACM5nyeaDiMpOwk9meW6DcZ1AY+6/YJ0VmnoZQR50DGAa8GHBCaUZ2rdiY+MB6z3UyYPoy1yWv56ehPPNr4UaLUQhcny5LNz8d/447ad9AzvieZ5kyXK/ec/XP48dgymsS1g8RS8fP6IJHS1FoI+WchIBoCIsVHcl1yteamyWr3qodTjFalxCI1cSQ3MNfyunnDYsqGgjTIPgn6YDDGEJWTyhdtXmX45tfItZaExNUw1uDVuvcRWJgFZY04Kg20GQ6n/4akdSXlmgDSbAXoVDqebP4kMf4xZFmyCNWHkpSTxMrjKxnffjzj/3LfV99S/RZCdCFeDTgAvyb9Ko04Esl/lEox4thsNtLS0oiP9/7inZaWhs3mI5VeGcaOHUv//v2Jj48nNTWVt956i9zcXB566KGKHLKkFOdz1vLX+DOt1zSqG6uXCKimJcI390DWMdThtdEM/ITP/vnMzRjUNa4r73R6hxfWv+BaVBxOB0m5Saw7uY6ZvWdyLOcYqYWp1Aurx8GMg7y95W2W3Lqg/AH7h0O3l6HVI8JIo1RDZD3YNgNWvCLa6Ixwy7tiMS39snoBOiYSCYBeradjbEd+Hvgze9L3kGvJpWlEU6L8oggxlC9o7MJpo+rs/nw0eB4p2NmbuZ9IQwQNgmsRs/ELdFVausXE+wq7ahXVinvr3ssjyx9xbQaVCiV31r6TMS3GeJy+jWw6kuS8ZEavGe3yJDJqjbzc9mXO5p0GZSmjuj4Y7vwKlj0HZ3aWlMc0g3vnQnA5BlWJ5CIxF9nRqHwbcXQapQynkkgk1w5552DFy7CnVNbHwBgU98yh3uZZfN/iRQ47CjlVmEq9wGrEmfKIWDgM7v/Be3+B0WJNzj0NydvEnrdKCxTWdCZ2nMiHf3/I4eySNbxpRFNGNBlBtH80P9/+M7tSd1FoK6R5ZHP8Nf7c/tPtPode5CiqqF9BIpFUMJVixGnYsCGrVq2iZUvv7tErV66kYcOGF9TXqVOnGDx4MOnp6URERNCuXTs2b95MtWrStfpKEaIPIVgXTLYl26NOr9JTI6iGWwYdclNg3h0uXZozPV5h+MZxZJoz3a5dl7yOCEMEPeN7svzEcgBaRrXkYOZB1iSvYU3yGsa1HceJ3BNM3zOdIkcRA2v0I6i0vocvDMHiE1kPkv6AGT2htDHKkgtLR8Pg7+DISpGiEaDJPRf8u0gkerWeqoFVqRpY9RI7CIKASKpM60GVgChaVW0j5k/Kv+m/b3LXCWsY3tBrCtFhjYYxZu0YV0gUCIPoosRFvNTmJYK0JYKBQbogdCod3x781q2PXGsuL298me9umQ8r3i2paD8a/njP3YAD4vviR2HQt+AvdaQkFYOpyO7SvvGGVqWUwsYSieTawF4kvMJLG3AA8s7AN/eg7P8JMd/eT0xAlNBjzD0N5hxxOGII9t2vf4T4xDRzFUXkKnhm3TNuBhwQwsVz98/ltZteo2pgVbfU5iabiR7xPfg56Wevt+lXs9/FPrFEIqkkKiU71bBhw5gwYQK//OKp+/Dzzz/z1ltvMWzYsAvqa8GCBaSkpGC1Wjl9+jSLFy+mQYMGFT1kSSkiDBG8ftPrrqw3pXm+zfOeKYazk0uEhf3DOaaweRhwivkl6Rd6Ve8FCIPQsEbDWJy42FX/1Z6vaBXdiiJHEUG6IIY3eRS97gJjvi15kHkcigqhyb2gLuN+7LDDkVVQo4v4XqsHGKuIl2i7PH2QVAL+4XDrR6DSQv45OPhziQGn7UgIiHJrHqYP45FGj7iVNQ5vzO603W4GnNLMPTCX/MJ0yDkFOafJt+Qwd/9cr21tDhsbTq+Hm98SIYe3TYHqnSF5i/fxJ28RLuK5Z0T/Bd6zBEokF4q5yIG2HE8crVqJyeqpQyWRSCSVgsMu1rzsU1CQXn7bvLOw9X/e60xZYLNC3Vuh2zjo+iJ0/j8IrwN9P4CQ6lBkgpzTYn21eGb4LU1+UT6JWYle6/468xdmm9mj3KA2MKLpCFe2qNJ0qNKBakHygFwi+a9SKZ44jz32GOvXr2fAgAHUq1ePunXrolAoOHDgAImJidxzzz089thjlTEUySWgUqpoX6U939z6Df/b9T8OZx8mLjCOUU1HkRCc4NLTcJF7uuS//cI55UNPB8QpgFappV/NfvSv1Z8vdn7hJvKWWphKuCGch+oOYlC9wcT6XYDHg8MBGUdg9Rtw6DcRTtVggPAY+PkpsRgWk30CqjSHBgPFqcbnbUClg9aPirhjYxVfd5FIKoaYxjDyT/jzIzj5lzDsdHwO4tp4nMQFaAN4sOGDtIhqwbTd00gzpdG7em+OZB/x2X1Kfgp2mwm+aA9OJ/YHl3A6/7TP9ok5x8Ckgb8+EyeDbUfBHdPhp8e9GzfzUmB2XyjMgOgm0HuimFO6wEv9RSQ3MGZb+Z44OrX0xJFIJFeJvHOw61uxPhakQ3Tjf9e8Ft7XPLvVt/FFoYTgOKjeAdZNEgafiHrQ43WIbgZZJ2D9h7BngVh76/SBnm9AWAJ40dzL8nFYWkx+kfdxxAfGs6DfAhYcXMCa5DX4qf14sMGDtK/SnnBD+Hl+EIlEcrWoFCMOwLx58xgwYADffPMNiYmJOJ1O6taty/jx47nnHhnC8l/HT+NHo/BGvNPpHQpthejVegK1Pl7SSmewyTtDrYA47+0QoR1xAUK47cnVT3p4E1Q3Vqe2IYoORXo0n3eCR1dA1HlC77KPw1fdSxZOuxX2fA8nNsGtH8K3g0vaxt0EDQfAdw/C2d2izGaBPyfDsfUw6BsIjPK4hURSYai0EFEX+k0Gcx6otVCOpk6IPoROVTvRNKIpFruFQG0gvx3+kR/50Wv7hOAEtAVpLgOM9tRWagfXdhNSLk2rwBqwf774UpgBa9+ChJ7Q+XlYO9G9sUIh5lfhv4bXs7vh6/4weAHUveWifgaJBMBsLd+Io1EpMUthY4lEUtkUZghtuIOlQo/O7oGv/z0krNfX8xq1XhzMePPYafc47JgLO+eVlKUdFNlVb/sCDi+H/T+V1B36FY79ASPWC0NOGcINET6HrlKoMGq8e7ErFAriAuMY02IMDzd6GJVCRYj+AnX9JBLJVaNSwqmKueeee/jxxx/Zt28f+/fv58cff5QGnGsMf60/EX4Rvg04ILxXov/NRmbOIc6cTzWjd5fM4XXvI6jIwqaUTV7DQZ6uN4TY74aiWf0mFOXDmonlu5TaLLDpc+9tclPg7N6S7FPaAKjfD75/tMSAU5rTfwuPHomkMtD4CYPhBYoiG3VGIvwi0Kv1tI1p49UdGmBMk1GEnjvk+h7y9xzG1B3sta1Ra6S9sZbnfDiyCqIbCYNTaercAsc3enb02/Mi5l8iuUhMRfbzhlNJI45EIql08s66G3BK8/sLIsSqLEoVtHtC/HdYLajXD2p0Fh7iCT3cDTilWfkq1LvVs9xaABs/E2FWZQjRGmkX085rd31r9CVUF+S1rhiNSkO4IVwacCSSa4RKNeIAOBwOEhMT+fPPP1m/fr3bR3KdEBAJg+YLjRkgcvlrTG3xPK2iSoSt9So9oxo/Rv+gekTs/JZZ3T6jXmg9V32gJpBXmo6m9ZlD4mSimKQ1YM4Vpxqn/oZfnoOfx8C5feJl8vBKOLLC99iObxBur+G1YegycUpy+m/f7Q+vvNRfQSKpNGIOrmB2z6nUDq7tKjNqjYxvPY6mhflgKLV5yz5BwxM7mNjudYJKbeoSghOY1eVjqqx43ftNMpIg9N9050oVNLoLmt0HW6Z6ts0+KeapRHKRmC9E2Fhmp5JIJJXN6R2+67JPCo2b5K3wyzOw9Gk48Zco0wfDsOVC506jF97kD/wISo3v/gozRGi/N46sECnLyxAZEMPr7V6ne1x3lArxb6haoea2WgMY3exxgv1kaJREcj1RaeFUAJs3b+a+++7jxIkTHmmrFQoFdrvcmF03BMfBXbOgMA2sBVQ1hPBxlw/JtOZiNmViREn4ho/R7RMpv2vu/YH/df0/stq9htXpIDjzOBHbvkZ9dLV7vzojOGywYoKISwbo9zGsegMOr4CuL4mMP77QB0P7J6HLC8LYlHMKNAavpxqAcIOVSP7jKApSqb3kab7qPYEsQyBFditBKh2R/yxAtXM+3DyhVGMFxri23Hrod9o0eZZsjQ6NUk1wehJhiWugZjdhFC2LIQR6TxJebho/UKnhm3tFOJXHgBSeXjsSyQVgKrIT6u/j5QXhiVNYJIWNJRJJJWMI9V2nUAjDy9elsjntmA0P/QIh1UQmx+KEHyAOP/p/CvUHwIGl3vtU+XhF0wf5rKtqrMob7V4h0/Ik+UX5BGoDCdOFEFTe2CUSyTVJpRpxRo4cSatWrVi2bBkxMTEoFJ7ZjiTXEYYgNw+AICDIEAYWM3x5k3vK77wzhP78LKEN74Sb34QFnb332WaE8MIpNuCE1gSnXRhwQCyGTQeLOGVvtBslFP+L8Y+A5g+IFJDeqNP7gh5VIrmqNLgNNnxI6Ky+eGzV2o2CfT+WfK/VA47/iWrHHKJ3zCG6bPtB8+HvGe6GTbUO/EJg3h0lZYO/FRtXb9TuDfLUT3IJmIsc6M7jiZNtktkDJRJJJRPdSKyFNotnXUIvoVlTlpxTIgSrtAEHxP7356fhvkXejThV24jwf2+0e1zsXX0Q4hdBiJ/veolEcn1QqUacw4cP8/3335OQ4CnIJbl4bA4baYVpZFmyUCqUhOpCifCLuHTjmLUA8lPBnC1O2v0jwK/UK6E5V6QTtuQKFX5toLjGnAN6o2ivLyf9d85psBYKweAynlguDi6FLv8Hj64W4sIHl5XUxbWFRncIvY1i6vWDPYtKvp/bJzwGEnrAkTJePG1HQnhd9zK1DjqMgeN/QmoZodcBUyAwxvfzSCQgslUUZoDdIrI5BUR5prM/DyabiQxTBjmWHPRqPaG6UEIuUBsHgPQjwgtt3ST38iotoMkgSDsALYeKMmMV+KYcLbLDq6BaB6GDAyJ06s6ZkJcqBIvtVvF8uWdE+aIHRcrVYoLihIB4UQHknBSCyn5hEBgNqnLcxyUSLiCcSq3EJMOpJBJJZRMYA/fMhQWDy6x5VaHjM/DtIM9rdIEiS6o3nA5h3ImsD6kHSsoDIqHPJDj9Dwz4TOxpnU5wFImy2r2x2C2km9LJtmSjVWoJ1YcSZgir2OeVSCT/aSrViNO2bVuOHDkijTgVQEFRARtObWDC5gnkWoX2RJRfFO90eoemEU3RXOzLUn4qbPgQtn0lwpUAqraGO78Sniu5Z2DFy7DvhxIDTK0e0PYx+P4R8cJWrz/c8q73tNxph2DJSHFyX72j73HYiyA9UbTt8iK0GApHV4uT/fxzwkPAml/SXq0DS757H7+MESkamz8AxzYIw1KjO8BY1d0oVUxQLNz/gzDiJC4XC2j9AeI5dAEX8SNKbiicTmE0XPRQiQC21h+6vQJNB3n/W/NChimDr/d9zbwD8yhyCA+DBmENeL/z+8Qb4y9sLOlHIKG7mLNH14iQpzq9RfhhdjKsfE3McRBhjmXnTGmKTNB1nPByC64mskxpDPDr/8GhZeK5FQqoeyvc8h48sQ0Sf4es41CjC8S2FHP1+4chM+nf3yUAer0p5uHFGKckNxzmCxE2linGJRJJZaPWijXuib8h8TfIPA41O0N0E3G4aM7xvMZpF8YaX1jz/81EtQJyTwu9nKhGEFgFIk2wZIQoB7F23vI+WUoFP+yfx9RdUzHbzQDUCq7FB10+ICFYvl9JJDcKV9yIs3t3SZaTJ598kueee46zZ8/SuHFjNBp3Q0OTJk2u9HCuG45mH+X/1v+fW9m5wnM8tvIxfhjwA9WDql94ZzYrbPmfp0DpqW0w70548CdY+TrsXVxmEKvBZoYOT4vUwweWisXqti/chVQzj8P8uyH7hHiZ6/C077HENBMvxEWFsOo1cdLf6TmY1lUsZFVbCbfVE5tE+9PboWZXOFfK7dReBCteEXHD/T6GBgNBeR4Nb2OM+CT0KL+dRFJMTjLM7uu+cbMWwPKXhGGwwW3n7cLmsLHkyBJm7ZvlVr4/Yz/DVwxnzi1ziPK/gBT3DfrDzN5i3sS1AbUB9iyGtsPh+4fcTw3TDoq/89JebqVpeBtUbSk+IAQUl4wUm9ZinE44+Isw+N7+P7jpiZK6rOMw+1Z3Y6s1H5Y9K7x06tx8/ueR3LCYixzn9cQxS00ciURyNdDoIaym+5rncED8TeIwoyzZJz09bUoTXlfsI8LrCA3G43+KNfTh30X4cmnNOVMWbP6cDXoVH+/42K2bo9lHefj3h1nYbyExAdKDXCK5EbjiRpxmzZqhUCjchIyHDRvm+u/iOilsfOHkW/P5cueXXuuKHEX8eORHnmz+JCql6gI7PAtbvPTnFwq1bxYvqRH1hEdO1nH3Nic2uhtlDi0TYsZuRpwkYcAB8TKXfVKkWDxWJiOZUiUMNsvHie9xbURoV945qNYe9v8kMlJ1ek64r+acgqS1YjHdswhimkKtbuLao2vBP0oYhQrSxOJ4ob+HRHIhHP/T+8kbwOo3RUiSwyYMHv7hXkOJ0kxpzNo7y0sHkFKQwoncE0Qp9cLTTWPw7cWSvEWEOUKJgbPx3bBjjrsBB4R7d5sRItzQZnavi2okQp+KzGLDqNKIOZvowx088XcxvwzBJWWHV7obcEqzejzEtpCC4RKvOJ1OLLbyw6l0KpliXCKRXGUK0sWBoS5QiPhXay+8Z6LqCy91hQKS/hD71t6ThEGmrEdOnT6Quk94v57ZVVKe0AP2LfaaNCC11VCm7PaSERLItmSzO323NOJIJDcIV9yIc+zYsSt9ixsOk83E4ezDPuv3pu/FYrfgp/S7sA6thcKDoDSN74KGt8PWr2DObeIEvdNzkHdWeN2UxpwjXvbsReKFteyLbVqZE4g1E2DgVCHctnOe0BOJv0mItW2fJb7fPVt4DPw1RYytVje47zvhYbNsrIgT3rcE9v8IGz8RGQB2fA1/fS7u0eReqNsXvh8qPAlaPCgEj4NiL+w3kUjOxykfqen9I6D320Ise+c3YuPW5F5o9TAEu4dHmW1mVzikN45mHqLN5tkipWhoLeg+DqKbuhtNQHiklSU4vkTXpjSB0bDuHSFgvHW6CL/SBUDje4RX2465UCdNhCUGRkP7p6DPO8LDyJuWVdn5nrzF5/OQfsi7KKREAhTZnTicnDecyiKNOBKJ5GpQkAbHN8KGD8R+OK6NyHZ64i94YIlY8zd/Kdb9BgOg53jhRT7sd1g1Hk5tFXuENiNFCPT0bp73CK4GaYleb18UEM6ZgjM+h7c/fT+9q8uEHBLJjcB5Ykwun2rVqrk+J06cIDY21q2sWrVqxMbGcuLEiSs9lOsGnVpHfKBvrYzaIbXRXkx6X40B1PqS71Wai5e57+4Xni4FaZCyA5Y+KV7Ymt3nfr3eKAw4rgEGuteHlYnRtVmEXkbyZqG9MeovIcD60xNCk6bPJGGMWfeO8OLJPwe7FsDCh6DXBDBlwrf3CuPOwC+h3ycw/05h8Mk5JT4bPoTFj4jFNfuEMBzNu70ktlgiuVyiG3sv7/cR/P4i/PGuCLnKPS1Eumf2Efo0pdCr9PipfRtbq6kMcPhfb5fkzfD1ABHWWFTGEBLtJRQ1NwVCangpPwOmDFj0r1Hpts/FRjMzCRbcB2G14PBycc+ze+CH4eKUsN0Tnn2B53yPaerzeQipIcWNJT4x/WucKT+cSoXZ5sDh8CGOL5FIJFcCUzb88Z7QwTu7R6yRB5cJQ0xME/j9Bdj0Scm6v/lLsTcNioVFQ0VyjoFfQqexYm9tyXPfOxeTmwKhXtZuQF2YRbjBtydr7dDaFfOsEonkP88VN+KUplu3bmRmZnqU5+Tk0K2bF2u0xCtGrZFRzUZ5rVMpVNxV5y7UyotwsgqIgpYPl3xv/Sismej91H3Ll8JDp5gqLdxPDGp2g7KpDcNri3uU5fif4lqdEbZNFx441TqItmkHPdtbcuGfuSJ8S6ESIsuBVYQ2R/ZJz/ZZx8VCW7W1+J52CI796fNnkEguilrdRBa30lRpIf52iwV9S5N7WoT9lQpvCjeEM6T+EK/dh+nDqOlUiXlRmhUvQ8E597LavYQxtjQHfoam9wq3bqVaGHpimsLuBdB6uJhPW6cJI83SJ4WwokoLCT2FMbU0u74VIZBlQxKrd/RMdVrvVnejcGm6jRPC4RKJFywXYMQpTj9usUldHIlEUonkp4o1sywOuxA2rtPbfa1VacSh4u6FwpP2z8mw+FGhD5e0FpQaz0NOEB60je7yKgEQuX0uIxo+4nV4/hp/mkc2v9ynlEgk1wiVasQp1r4pS0ZGBv7+/pU5lGueuiF1ebXdq+hVJS9LRq2RT7t/StWAqhfXmUYPHceIRUOhECfreT7cNR12cZJvCBHaFt1fFgsTQLWOcNsU8Cuj2xFaU2R/Cq1ZUqZQCM2OdiOFPsYjq0Sbun1FaMiAKSKEo+yL6eEVUL2zyLDz4C9CjLh0ivGyHF4uDEPF7PrGM3RMIrkUjFXhoZ/dDZTVOwpNGF/sWSS0Zv5Fo9JwX737GFhrIApK/m2MC4xjRrvxRK9807OPIlNJpqliguKEAHlpA4ndIkIlh/4Og74VG8zaN0OPNyCunQiPLO0V4x8hRIoP/lpi+CxN+mGhi1VM/E1w+1TPLFzGf8dS2rij0kC3l4UhSCLxgcsTp7xwqn/rTDKkSiKRVCanfYRQg8iqWqUVDPoG6vYRByv3zIUOY8ShSPUOntf8MgbunQeRDdzLE3pBcBwM/s5dB0+tR9H4bm6u3pMHGzyISlFi5Inyi2Jm75nE+Es9HInkRqFSUozfcccdgBAxHjp0KDqdzlVnt9vZvXs37du3r4yhXDcYdUZuS7iNDrEdSCtMQ6VQEe4XToQh4uK8cIoJjIZbJ0O3l4SLZ7k3rwLDlot0ytZCsWj5hYmXNl9plaMbwQM/Cq8CSy4ERItrAiKEUSXtIPzwqLsIa3w7uH0aLHqwxCtIpYXMo8JzoNGdIrxKXU7omFoPjiL37wrP0w2J5KJRqUU67cfWCaOKzQTGWDiz0/c1ap0wYJYi3C+cF9q8wPAmw0k3peOv8ScUNRFzBnr3MANx2ucxltbw2B8lYwmMEX/rf33uKVze8mERMnnvPDGHVRoxDzd8IMIpHV5cvAMi4b5FIrzRECrmu3+Yl2fUCL2rx/6AglQhnhxYRbTXXqBOl+SGpDjr1PmyU4m20ogjkUgqEV8epgBdX4KDS2HTZ+7lze6DdqO8e+ee2wvn9olDFnO2OOAJiBTe6cFxYt0c+adYc+02saYHRBKq0fNEsycYVG8QaYVpGNQGQg2hRBoivR6USySS65NKMeIEBYlMRU6nk8DAQAyGEu8KrVZLu3btGD58eGUM5bpCp9IRGxBLbEAFifUagsQnP1Vko/IW0qTxg4i6ZQRa61xY/yHVxKcseWeFfk1Z5f6Tm8ULZa0eJQKtje6EQ7+K/967WHxvM8K3yGzD291Tp7d5THgeSSQVgUIhjJrGKiVlbR7zzLxWus7P0/ARoA0gQBtAvPHfeZWb4j1WHkoMpmVRKj3Hcnil98xz22dBXGuh3VOQKuZesaG08/PwY5lwTaVKeOeE1hCaOedDqRQ6AFJIXHIRmC8inEp64kgkkkqlSnOxFpbN+OgfLvbMix7yvGbnN8ID1lvyAYVCZIQMre79fiq1yMQa5Old76fxw0/jR1xg3MU/h0QiuS6oFCPOrFkihW716tUZO3asDJ36rxMQCXdMg1l9S1IFKxRQf4AIwbDkQ9YJ0AVDYao4wdf6i9AmbUBJP5YCkW68yCTKA2PEolSWg8s8DTjF7PwGbnlXGHHCaonF8NtBJfWr34Qhi0SI1fEyL841OotwrIyj4nu9Ab7FaCWSiqJqG+EOfaRMWFW19kJH50IIjBEhg3Nvc8/mpNLAXbPFSV3mceFx42tuFWYKYUVf7PpOeLqZs8TGNGUn2KyQcdgzRfitH0ktG8kVp9gwoysnnEpTbMSxSiOORCKpRAIiof8USNkuPFkddpEG3Jwj9qq+2DpdrP9J69zLe44XBiBroThMce2Vo2UCAIlEcl4qxYhTzOuvv16Zt5NcDlGNYORG2LcYTv4l0gwfXSMy7Dgd8Ohq2PQp/DNPhEtoDNBiKNz0hHADzT0Nq96Evd+Dwwb6IKHI3+w+sWiVJjfF9zjMOSL0qs8k8aL64yh3g09hhhCHu3M6nN0Nf88ChRJaPASBUfDH+8L41PpRiKwvX0QlV57AKBj4OZzdC3/PBKddhC/FNBWbswtBoYCqLUXmtl3fiuxw0U2g+QMipPCXMbB/idhEGkJEFrbGd7vPrSIzFKb7vkdhugj9Wvmq+F6tA9z6oZiragMcXQ1B8dB6GARXF4ZaieQKcjGeODKcSiKRVCpaf6jREY6sEF43xevvnTPEgaUvCjOg6WCxtiatEzp6rR4W66vdCitfg93fib2yzggdnxFrfYAXj1uJRCL5l0o14jRv3txrvKZCoUCv15OQkMDQoUNlpqr/AkqVcPHs+CyYc2HtRNj6P1F310z48yNhoCmmyCTCNix50P0V+P5ROLmppN6cI14WnU646XH3U4aEHt5DPkBk+/ELg+2zRXapslTvKFKca/3FC3KNrqK8WCfnrhnCqCNPNSSVSUAUJERB9U7ie3m6Tb5QaYX3WddxYqOn0grDy7eD3QUWTVkiLAqFyDql+lfzyS9MZIs7s8t7/zW6QPK2ku8nNsLX/YXe1U2PQ6thwkCqkhpSksqhWBNHI8OpJBLJf438VPjuAXfdO1OW8Hit2R1O7/B+XY0u4hCy/ZPiQEelE9pxBRnw/XA49kdJW0surB4vDDodxlza3kEikdwQVGp2qj59+pCUlIS/vz/dunWja9euBAQEcPToUVq3bs2ZM2fo2bMnP/30U2UOS1IeCgWYMmH7zJKysNrCQ0frD00HiRCrJvcIb5zd3wqDjTFGiLiWZcMHQgOnNFGNvKdZVCiEB45fGJiyPetVGuGBUNpDQK11X/TUOmnAkVw9yv49XgpKpdBxUiqFh5uvDBl/vCNcsi15IpQKoH5/cbJXFm2A0IsqO7aCtJINpUYvDTiSSsV8Idmp1Kp/28oU4xKJpAIwZXnfY5YlJ9l74gKVVmR/1AeJTFPtnxTe6zFNxf600Z3CIxdAFyAMOCAEi0sbcEqz8WPIP+u9TiKRSKhkI056ejrPPfccGzZs4MMPP2Ty5MmsX7+esWPHUlBQwIoVK3jllVeYMGFCZQ5Lcj7M2e4iq6YsaHiHcCG1WYVejcMOd38NdW8VrqMqDdw7HxJ6uvdlyfXMfmWMEZmrmg4pMbhENoAHfxYaNkGxMOx3qNdPeNWAEFl9ZCWEXoDIqkRyvZB6wHu5UiWyY5zeDgvug3l3wOYpIsvU4G9F/H4x1TvB3bNE1qqwmp59Hd94RYYukZwPKWwskUgqjZzTwst7/l3wzT0ipCn3jO/25/Z5Lw+vLUL5H/5NhPInbxEyBI3uhkdWiXt4MxJ5y1hVjLVAeMFLJBKJDyo1nGrhwoVs3+6p0D5o0CBatmzJ9OnTGTx4MJMnT67MYUnOh6aMFoZ/uBANXjC4JKPNmV2wbwkM+EzECO9aAHu+h9v/JzRvUveLdgql8NgpS3Ac9PsAur0o3Ei1Ae76NaE14fapwsPA6RAnHr7SmUsk1yuBMd7Lu78KxzfAgZ9LylL++VekfLoIS2z9qJivKTtgyUiRaaPYY6c03gw7EkklYC6yo1EpUJaTJrfYS8dktVXWsCQSyfVGzmlx2FE6C2vyFpGY4J454nCxLEYf2RYLM6DxXfDTE2LdLebUNtg1H3pP8r7vLU+jUaEQ2WAlEonEB5XqiaPX69m0aZNH+aZNm9DrRdpnh8OBTuclDEdy9dD4QVzbUgUKIcRWbMApxukQ5TiFe6nDBqvegLYjS9o0vhf8fSxcGj+Rujy0pvfFTRcoUpSH1pAGHMmNSXC859++zgghNdwNOMXkp8LO+SIM67v7YeEDQs+qWGhx3xL39kqVEAKXSK4CpiIHOnX5IXxKpQKNSiHDqSQSyaXhdMKBpe4GnGJObRVeNN4IryMOKcuSdkgcVpY24BSTekDUl03oASJ1uLGK93vV6ev9GolEIvmXSjXiPPnkk4wcOZKnn36aefPmMX/+fJ5++mlGjRrFU089BcDy5ctp3rz5BfU3adIkFAoFY8aMuYKjvoHJThYnCaf/hlsniwUMIPu40L3xRmGGCL+6aybc8p4InfILFZmhBn8HzQcLZf+0w5B5DI6tFy+SqQe9ewVIJP9lbEVinhxdC/t/gvREEW5oLYSs43DoNzi4TLhNW/J991OYAef2i7lwfCPknAKHA/LOCbHEfUvg1N8i3fjt04ROVDFxbSBpre++D/wsUp4Xo1BCt5eFWHJhRkm5Wg/9PpbhVJKrhrnIXm4oVTE6tUqGU0kkkkujMAN2zPFd//dM7+u1MRYeWOJpyGl0hzgs8cWub4Tnj0d/VWDIYpEIoTQxzaDveyJph0QikfigUsOpXnnlFWrUqMGUKVOYO3cuAHXr1mX69Oncd999AIwcOZJRo0adt69t27Yxbdo0mjRpckXHfMOSeQy+HyZCLwD8I+Dmt8TJgeM8m+fCTHHqH90E7vxKLHgDPoNv7hWLZ9VW0P5pWPqkMPgUU6+fSHF8oWmYJZKric0KJzbBd0PAWmrD1+w+aPUozLxZeKOB8HDp8Qa0eMBzA5h7RrhhH11dUhZaS2jZLHzAPStbWC0Y8LkwthQVCiHiqm1gz3e+x+l0QmwLuHsO4ISoBrD5CzHm+xYKw5MuUMzxrdMhKO4yfxiJ5NIw2+wuzZvy0KmVmKzSiCORSK4Ezn8/ZVAoQG2A/p+I9Tc/7V/P8HDY/2M53Xnpq5ioBjB8rTj0yUmG8LpCB7K8UCuJRCKhko04AEOGDGHIkCE+6w0GL3GjZcjPz2fIkCFMnz6dt956qyKHJwGxMP3+YokBB8TL4pIRYoG5c7oI4bB4EV0zhIDNLP777G7xstjvY5jWRXgogEhb/sNwIdxWmoO/CI+dLi/IjFKS/z65p+Cbu9xFvwF2fgMh1SG2pYixB2H4XPmqKKveoaStzQwbJrsbcEAYgn563N2AA5BxFH4dK7LCrf9AnNRt/BTu+gq2zfA+zga3CS2dsH9FwIvM4HDCxk/grykQWEWMoyBN1D/82yX9HBLJ5WIpcpSbmaoYnVrpEkGWSCSSi8IQCk3uhVWve69vfr842ChL7mmYfYs4qNQHi/U3/5zIrtriITi52Xt/TQf51rMDYbQJ8qG3I5FIJD6o1HCqYqxWK6dOneLkyZNunwvliSee4NZbb6Vnz57nbWuxWMjNzXX73NDkpwmLf3ZyibGlLIXpcHi597r0Q2DKgZ6vi1OJ0igU0HO8OM0v5ugaobBfbMAJrQnZJzwNOMVs+Z9YFCU3BNf0/Exc7mnAKebvmUJzpiwbPnTPzpafCv94ceuOaijCp7xxbq/wcuv7nvCO6/02KNRQp49nW78waDbE3eCq0UPHMcLzxmEXp3/FBpy6t4oNqeSG52rMTZP1wsKptGolhdITR3KDck2vm/8FrPnCO9XbWhfTDAKihadt3jnIPC7Cm+1FkJZYEvZvzobskyLE+dw+sZ5Ge4kMCK8DUY2gIF2s95nH/91/W67c80kkkhuCSvXEOXz4MMOGDfMQN3Y6nSgUCuz282/KFixYwI4dO9i2bdsF3XPSpEmMHz/+ksZ7XWHNh9P/wO8viAVHrYdm90OnZz1PAKyF5bt/Zh0Teh3DVghPm7RDYqFqOgj2LCrxPiimdMiUX6gQgPOFJVdodUhuCK7p+Zl+2Hdd3lnvAog5ycITpviUz2bxbkw93wbPboVl/weWHGEY7fICtB0BtXuJrHCWPKjZBWp1h2XPwoM/uV8fWgOGrxFZ5Pb/BLoAaPs4VGsn3bglwNWZm2bbhRtxpCeO5Eblml43/wvYzCLpRs83xH740G+gVEL920Sm1LRDYM2Dla8LPTudEbq8CDp/333+MgaGLoMjq2D/UpHoo96tEFEP1rwF/T+FRQ+K8GWtP7R8GG4a7T0LlkQikVwAleqJM3ToUJRKJb/88gvbt29nx44d7Nixg3/++YcdO3ac9/rk5GSXKHJxNqvz8dJLL5GTk+P6JCcnX+5jXJuk7II5/cWCBWIR+/sr+HaQeOEsjd7oPR1iMeG1RcrwhQ9B7d5w99diUVr8COxd7N5WpRUnFMVknRAhU74Iji//3pLrimt6flbv6LsuqqEwdpalahthMClG4+8+P4pR64QAsTcUCsApDDggNplLRgijUtIfQnOqXl8hFj7/LtAGiDj+sgTHQ8fn4MGlQnS84W2eAouSG5arMTdFivELM+JIYWPJjco1vW7+F9AFQlhtod14ZCXU7gk1usLe72HLVLH+fveAWFtBHC6umygOTHyhUIp98b4lUKsbJPSExN+Erl1oTTi+XhhwQHii/zUFvh8qvHMkEonkEqhUT5ydO3eyfft26tWrd0nXb9++ndTUVFq2bOkqs9vtrF+/nilTpmCxWFCp3NOT6nQ6mbK8IE144Hjzrjm7GzKOuIsJG2OEMOtfn3m2r9ZBeNpsnyW+//Q4jN4mvGu8hUg1fwC0fhDZQCxwBWmgVAvNkKzjnu17vF5+7LDkuuKanp9xbYTRw1v4X/unYN077mVKNbR/UhgpHTZACWqtOI0rG5t/ZBU0ugv2LPTsu14/kdWtLH9Ohu6vCpHk0tz8JviHebYHUKl810luaK7G3LzQcCqdWiU9cSQ3LNf0uvlfQGMQIcV7vxdhy6VDl2//n9CvAxFyFV5HhFCd2AT6IBEadW6vZ5+dnoPdi+DMLvEpRqWBmx6Hrwd4XnNyswitkt6vEonkEqhUT5wGDRqQnp5+ydf36NGDPXv2sHPnTtenVatWDBkyhJ07d3oYcCT/Yi2Es3t81x8tk55YGwDtRkGnscLDBkR2ncZ3idTEf7xXqq0/ZCRBm0eh0Z3iRRXEItl2BFRpLvRw7vsO6twivAhWvCrEjmt2K+nHEAL9PhHhHxLJtUBQVRj6K8TfVFIWEAl3zhCx8WptSXlYLSEYrAsQrtYLHxIG0PRDEN0Iur4kNogg5khOsgh1bD1cnAqC8Gpr+ZCYZ1umeo4n76y7V09AlPCSi2le8c8ukVwBTEX2CxI2lpo4EonksgipIbxQS3vXRNYX4U/6YLFnrd0bzDlirR/8LSRvEyFYdXqXeMrqjND5/8A/HDo/BxF1S/oLqwVDvhce6qVlBUrjSwxZIpFIzkOleuK8++67PP/887z99ts0btwYjcY9A5HRaCz3+sDAQBo1auRW5u/vT1hYmEe5pBRKFWj8REpEb3hL6W3KFKJtt30hXioVSjiyWoSIxLaE4xtEO9u/+h5zBghNnLtni1hgEG6lW5+Ex7eI0I07pglxN5tJvLDeNUvcx2YW3wNihGeARHKtEJ4Ag74RJ3UOK+iChCeZUgkP/SIMmE6nMFI6bDDvTkg7UHL9rm+F8HC1jnDrZHFqp1TD8T9hZh+xcWw/WhhitX7C62dW35LU5aVRKISH2+i/wVEkNqKBMZ4C5BLJfxRTkYNA/fkzE+pUSrJNPkTFJRKJ5Hxo9CJT5MO/i32oQinW6SKTSBbww/CShBwAh36FmyfCoodE9qp754rEAA6bWMc3fAhP7xGhycWJBHRGsfeef5fvcUgvHIlEcolUqhGnOJtUjx493MovRthYcgn4R4j0h1u+9KxTKKGW+/8f5KfBD4+J8Key4Rx7Fgp302Ijjn+kMAIZgmHHHPEpTZUW4Bcu/ltvFJ/S+HkRf5VIriX8QsWnLAGRJRs0uw3+eNfdgFPMzvkis9RPj7tnrlLrwBgLIdVKyhw2UW71YsRJ6AWGMAgIv7znkUiuEpaiCxc2NklPHIlEcrkERolPMXlnYf177gac4nKNQRzKbPmf+JSmfn8wBHmmJi8qhEZ3w65vPO+t0kJc64p5DolEcsNRqUactWvXnr/RRbJu3boK7/O6Q62DDk9B8mZI+aekXKGEu2Z6euKYMoROTvunhHhrkUn0kZ4IGz8W2jfaAOHhM3iBOP0f/J3wxin9EhoYDXdMl5obEklBmtCRqv+vx5q9CFRqMOcKgcPE5VC9kzjtA+GRM2iBpz6UMQ7umQsLBrtnsAqtCX0mSQOO5JrGVGRHd0GaOFLYWCKRXCb2f9OIF6QCCnHo4nBA8lbv7Td9KkKUvxvinkU1tKbw3ilrwAHhidP9ZbH3Ln2Io1TDvfOlBqREIrlkKtWI06VLl8q8naQ0xirC0JKZJDLYBEZCza5iASmbDcphF7oeuxeIRauYKs3hjq9EaMcd/xO6H8aqIlwjpimM2iRihtMPCQ+c6EYillgiudFxOqHNcOFJ8/2wkrTiAVHQ9304uw/aPQ7RTSEoVhhPjbHuujoAGh3Et4eRG4U3XNZJiG8LEfUhtHqlP5ZEUpGYL1ATR6dRSSOORCK5dMx5InvUsmdLDh8NITBgijhsObDU85qTm8V+d/Q2OLFRZFuNv0no6JSXKjyoKjy4BNKPwPGNEFRFHNoExpRo3kkkEslFUqlGHIANGzbwv//9j6SkJBYtWkRsbCxz586lRo0adOxYTspeyeVT7DZa7aby2xlCxAJ2cJl7eco/sOJloQFSNtWiUiV0b4LjK3bMEsn1gCFEeKz98Jh7ef45UfboaohuKD7nQ2uA8NriI5FcR5iLHBeYnUqJWYZTSSSSSyUjUejelMaUJVKC378YDq8oOWwpTUj1ks/FEBgjPjU6XeKAJRKJxJ1KzU61ePFievfujcFgYMeOHVgsIhwgLy+Pt99+uzKHIikPm0WIEnsj9YBY6AouPcuYRHLDUVQAmz7zXmcziw3jlcRmgdwU8SkdhiWR/IcwX6Amjgynkkgkl4wlH9a/773O6YC9P0Ddvp51rR91zwDpDbe11osRSCKRSCqISjXivPXWW0ydOpXp06e7ZaZq3749O3bsqMyhSMrDmu89+00xZ3aJ04oDP4usPBKJpHxsFqEz5YszO0Us/pUg6wSseA2+bC8+y8eJMonkP4TN7sDmcF5ginEVNoeTIvsVmjMSieT6pagQ0g75rk87CF1eEEk/DCEi9fidX0GXF0USD19kn4RVr4t19oub4PdxkHW8okcvkUgkQCWHUx06dIjOnTt7lBuNRrKzsytzKJLy0AYKYVW7jxSuAZFC+O3EJuj+GrQbJdIfSyQS76j1EF5HGEC9EdtKpCWvaLKTYVYfcSpYzLav4OAv8MhKGf4o+c9gtgmDzIUIG+v/bVNotRNkqNSzKIlEcq2j9YfIBkIj0hvRTYRkwN2zxaGmSnN+D5ycZJjZB3JPl5T9PQMO/izCpeVaK5FIKphK3f3ExMRw5IjnafSff/5JzZo1vVwhuSoEREKz+73XRTeGnNMlnjp7F4Elt/LGJpFci/iHQfdXvddp/ER60orG4YB9P7gbcIrJOwu7FwkRc4nkP0BxynCtWnXetsUhVzLNuEQiuWi0/tB5rBApLotSBW0eE0kF9EaRFOR8BhynE/YvdTfgFJOfCju/Bbv8t0oikVQslWrEGTFiBE8//TRbtmxBoVCQkpLC/PnzGTt2LI8//nhlDuX6JD8VTm6BlW/A+g8h9SCYcy6+H60fdH0Rmtwr0pAXE9cGeo6HP96BqEYw+FtoNkSkHd/zvXAldTor6mkkkqtDdjLsXQzLXxGbr6wTFRPqFNsK+n4gNpDFBFWFh5ZCUJxne6dTjGXP92Isu74Tc+xCx2LOhn0/+q7fvwRM2RfxABLJlcP8r8bNBaUY1whDT6G1nLBfiUQi8UVYbbhzJuiDS8r8w2HwAgipdnF9mXPEgYkv9v8I5qxLGaVEIpH4pFLDqZ5//nlycnLo1q0bZrOZzp07o9PpGDt2LKNHj67MoVx/5J2FJSMgaV1J2Zo3occb0Orh8uN4vREYDbd+KOKCC9KEmPHZ3bD4EfALhR6viqw6pY1EhhAYugyiLiDDjkTyXyR1P8y+1V3rSRcID/0MMc28n9xdKH4h0OIhqNNbCIOrNOAX7js1afFYTKU2fzojDP0FYpqe/35Kdflhjho/ceookfwHKBYqvlBhYxDhVBKJRHLRmLJEoo5+k0GpEWu7tQDO7BGhVkFVL7wvpQo0/r7rtXKtlUgkFU+lpxifOHEiL7/8Mvv378fhcNCgQQN0Oh0nT54kPl7GjF4STqfIJlXagFPM6jcgocfFG3FAvLzqAoXnwJKRkHVMlPccD8vGenr5FKdnHPqbSGUukVxL5KfCoqGeYt2WPFhwn4hrN1a5vHuotSI2/nzx8XnnxFwylTm9s+TCgiHw6EqRrrQ89EZoOwqO/+m9vt3jl/bvgkRyBSgOjdJcgLBxsRHHLDNUSSSSS+HkZlj/nve6Kk0vzoijCxTr6bE/vNe3HSUOOSUSiaQCuSqKgH5+frRq1Yo2bdoQEBDA/v37qVGjxtUYyvVBfips/sJ3/fbZlxfmFBgNd88qCQPxDxcibt7IOAqFMv245BqkIN13xorcFOGRVlkUpou55I2cZMi/wLH8P3v3Hd5WdT5w/KstWZbkvUf23jshAZJAmIGUPcseJYwySguUlrbwowMoUPZomCGsMAohBEhCwiZ7bydxvLds7fX7Q9iJIsmxHVu24/fTx89T33N175HJ0b167znvmzsBBp4Zvn3AqZA3ue39E6KdNc7E0bdoJk7jcioJ4gghWqm+BH56Lnr7Ty+0fqlx9hgYcnb49n4nQ69prTuWEEK0QMxn4ogOEPA1n/vGVg4BPyiOYjpnxgj4zXewbVFwmUZzvM62n0eIzuJzNd/utsemHxAsSd5sewvHWHwazP43TJkLa14Pfg6MuTxYKSs+7ej7KUQ7cbZmOZVGllMJIdrI52k+SOOoAZ+7dceMT4PTHw3OulnzWvBaO/oySB0o11ohRIeQIM6xQGeG3ifA1o8jtw+Zc/TrcZUqSOwFk2+C6oJgIMcfIamkWhfM8yFEdxOXBBoDeBzhbUpVcEZazPqSHBxLkYI5SjUYW3FTGJ8W/MmfEpyRdzR5fYToIAcTGx/5WqX/ZR+HRxIbCyFaKS4F+pwIVeHVcoHg7BlDUuuPG58a/MmfLNdaIUSH65TlVKId+X3gcQarSan10O8kmH4fHP+7YILhxF6QN6l9zxmfBsfdFrlt2u8gXvLhiG7ImAEn3BO5bdLc1gVOIHgTZ6sMLsM6tKKUzxtcDmWviv7a+HQ4/u7IbVNuDd4otoXcVIouqjWJjTUqBQpkJo4Qog20cTDhhuAD0F5TYfq9wXvo7LHBdAHDzgXVUT7jlmutEKKDxWQmzoYNG5pt3749Sh4K0bzaQtjwNmx8B/qfCjesCC6Z2PhusPLMmCug/ymtS9DWElpjMIlbQn6w3Li1OFgiefo9wfNp9O17PiFiQaMLTn82ZcCyB4PlvE2ZwWDK4Nmga6b6xOGsxbD1E1jzSnBa9chLYNg5wcDO6ldh60fBMTrpN8EngofP8tHoYexVYM6GZQ8F8+CYs+CEP8CgM0LLlAtxDHC4/SgIBmiORKFQoNeompIhCyFEqyT1geuWBe+fN38ACiUMPx8GnwXJfTu7d0IIcUQxCeKMGjUKhUJBIEJy3cbtColat05tIcw7LfjlTqWBPifAq2cGkxw3KlkH2z6Fc15s/2pRxhQY82sYMCu4vlilje1yEyE6gjEZRl4YHE8+d7D0qCmjdU/VrMXwxnlQvvngti/uh9Xz4NS/w8p/Hdz+wQ3QdwbMeS58jBqTYdTF0Hd6sC8qDcS3si9CdBMOjw+dRtniewGdRikzcYQQbVNXCPPPh+o9B7eVbYaN78GFb0JSr07rmhBCtERMgjgFBQWxOE3P4fPC2tcPVogaNBs2LwwN4DQq+BrKt3RMyW+F4shljoXojo4mILl7WWgAp1H1HihaBbkTofDHQ/ZfCpXbo49RCY6KHsDp8bUoH04jvVolQRwhROv5vMEZ64cGcBqVbQreN0sQRwjRxcUkiJOfnx+L0/Qc9krY8M7B3/ucAF/9Jfr+a18PJj5WSgokITqUsy443qLZtggGnxkaxAFY+0awDKnMshE9lMPtQ9eCfDiNdBolDrckNhZCtFJ9SfDBZzQb3oaBp7c995wQQsRAhwdxjpQP51AjRozowJ4cQxSK0C97RyoffjSlxYUQraAIrq2PRqkKJiMP266WAI7o0RweX4uSGjfSqWU5lRCiDRQtuE4fbUVXIYToYB0exGkuH86hFAoFPp/ckLVI3C/5aL58IPj7zi9gyNnw80uR9x97pczCESIW9GYYfy3s+zZy++CzYNsn4dvH/Lpj+yVEF+fwtHImjiynEkK0hSkLRl4MS/4YuX305RDXhhLjQggRQx0exJF8OB1AqYLhF8C6+VC5A3Z+Dhe/HQzm1O4L3XfI2ZAyoHP6KURPlD8Z8ibD/u9Dt2eMgLQhsPRvoduHnivVMESP53C3ZSaOLKcSQrSSUhmsOLl+QTAHzqHyJgfz1gkhRBfX4UEcyYfTQSzZcPmHsGcZrHsz+HPxW7DvO9j0XrB88cTfQNYoWdcrRCyZMuH8ebD/x+DsuIA/OBuu19RgifHTH4VN74LGCJNugswRYJQxKnq2VgdxNCpsMhNHCNEWib2CVagKvg7mwFGqgjNwcidConxvEUJ0fTFJbHy4LVu2sH//ftxud8j2s846qzO6031ZsmH0ZcElGgoV6IyQPhRGXBDMsaE1dnYPheiZTJkwdA70mxn8XWc62Db+GhhxvoxRIQ5hd3tbWZ1KSZ3DfeQdhRAikqRewZ+BpweDOLKESgjRjcQ0iLNnzx5+9atfsXHjxpA8OYpfEnpKTpw20psP+90S+rvbFvzCqNbFrk9CiNDgTSOFInyMAvj94LGDSgtqbcf3TYguxOHxoW9FEEenUWF3yT2DEOIoRZut3nhNVutApYltn4QQ4ghimu32tttuo3fv3pSVlREXF8fmzZtZsWIF48aNY/ny5S06xrPPPsuIESMwm82YzWYmT57MZ5991rEd767qDsCqebDgEnj/Otj7LdiqOrtXQohDBQJQsw++exIWXAwf3wJFa4PlyoXoIeytXE6lVyuxeySII4RoZ34/1OyFlY8Gr8n/+y2UbABnfWf3TAghmsR0Js7333/P0qVLSU1NRalUolQqmTp1Kg8//DC33nora9euPeIxcnJy+Pvf/06/fv0AePXVVzn77LNZu3YtQ4cO7ei30H3U7od5p0Nd4cFtWz+C8dfB9Htl2qgQXUXlDnh5FjhrD27bsABO/Xtwjb4uvtO6JkSsONw+dJrWzsSRxMZCiHZWsRX+ewq4DgnarHsDZj8Jw8+TZdBCiC4hpjNxfD4f8fHBLyQpKSkUFxcDweTH27dvb9ExZs+ezemnn86AAQMYMGAADz30EPHx8fzwww8d1u9ux+uEb/4dGsBp9POLULc/9n0SQoRz1MKnd4QGcBp9fg80lMW6R0J0CrvHh761M3EksbEQoj3ZquCjm0MDOI0+vQNsFbHvkxBCRBDTmTjDhg1jw4YN9OnTh4kTJ/LPf/4TrVbLCy+8QJ8+fVp9PJ/Px7vvvovNZmPy5MkR93G5XLhcrqbfrVZrm/vfbdirg6UTo9nwLmSOill3hIimR47PQzlqYO83kdsCASj8UcqPi04R67HpbEN1Kq8/gNvrb9XrhOjuevx1syM5a6B4TeQ2vze4rCqxV0y7JIQQkcT0zuePf/wjfr8fgAcffJB9+/Yxbdo0Fi1axBNPPNHi42zcuJH4+Hh0Oh033ngjH3zwAUOGDIm478MPP4zFYmn6yc3NbZf30qUFAuD3RG/3uqK3CRFDPXJ8Hirgb75dxqroJLEemw6Pr3XVqTTB2xeHzMYRPUyPv252JP8Rrsk+uSYLIboGRaCxRFQnqa6uJjExsalCVUu43W72799PbW0t77//Pi+99BJff/11xEBOpCcWubm51NXVYTabw/Y/Jrht8OFc2PJB5ParFkN+5JlLQsRSjxyfh7JVwutzoHRj5Pa5P0HqwJh2SQiI7dj0+QP0vXcR1x/fh+kD01r0mvWFtfx98Ta++8MMshIM7dofIbqyHn/d7Ej15fDKaVC1K7xNoYC5qyClX+z7JYQQh4npTJyrr76a+vrQdaZJSUnY7XauvvrqFh9Hq9XSr18/xo0bx8MPP8zIkSOjzuTR6XRNlawaf455WiPMuA90Ed5r35NkeYboMnrk+DyUMQXO/Hfk8qXjr4P49Nj3SQhiOzbt7mCC4lblxPklCbJNkhuLHqbHXzc7kiktmMBYGWFW4JTbopcjF0KIGItpEOfVV1/F4XCEbXc4HLz22mttPm4gEAh5KiGApL5ww9cw4XpIyIP0oXD20zDnaYhv2ZNOIUQMZIyEG76B4ReCJReyx8CFb8CJfwBDQmf3TogO17gkqi3LqWyynEoI0Z6yx8INK2HoOcFrcs54uPhtOO5W0Fs6u3dCCAHEKLGx1WolEAgQCASor69Hr9c3tfl8PhYtWkRaWssCC/feey+nnXYaubm51NfXs2DBApYvX87ixYs7qvvdk1IJSX1g1oMw7a7gUwVjSmf3SghxOLUW0gbB7MfBZQWVFuKSOrtXQsRMY5Upnab1M3GkzLgQol1p9MEHn2c9Be56uSYLIbqkmARxEhISUCgUKBQKBgwYENauUCj4y1/+0qJjlZWVcfnll1NSUoLFYmHEiBEsXryYk08+ub27fWxQ68AkSzKE6PK0ccEfIXoYextm4ujUMhNHCNGBdMbgjxBCdEExCeIsW7aMQCDAjBkzeP/990lKOhjR1mq15Ofnk5WV1aJjvfzyyx3VTSGEEELEWFNOnFbMxDFoJSeOEEIIIXqmmARxTjjhBAAKCgrIy8trVSUqIYQQQhy7GmfiNC6RagmtSonikNeKFgoEoHwL1B2ArNGSI08IIYTohmKa2Dg/P59vvvmGyy67jClTplBUVATA66+/zjfffBPLrgghhBCiC2iciaNrRXUqhUKBXqOSmTitUVsIr54Fz06B+RfAv4fCj893dq+EEEII0UoxDeK8//77nHLKKRgMBtasWdNUUaq+vp7/+7//i2VXhBBCCNEFtCUnDgSXVNncEsRpkdJN8MKJULkdpt8H5/4XBpwCn90Na9/s7N4JIYQQohViGsR58MEHee6553jxxRfRaDRN26dMmcKaNWti2RUhhBBCdAE2tw+VUoFG1bql1nqNUmbitETVbnjtLDAkwBmPQd7k4DKq8ddD/5Nh0V3B5VVCCCGE6BZiGsTZvn07xx9/fNh2s9lMbW1tLLsihBBCiC7A7vKi1yhbnS/PoFFJdaojsVXBG+eAJg5O+ivoLQfbFAoYd22wiuWyhzqvj0IIIYRolZgGcTIzM9m1a1fY9m+++YY+ffrEsitCCCGE6AJsbh+GViQ1bqRTS06cZnnd8PZl4KiFmX8GvTl8H60Rhp0H69+G2v0x76IQQgghWi+mQZwbbriB2267jR9//BGFQkFxcTFvvvkmd911FzfddFMsuyKEEEKILsDu8rY6Hw40LqeSmThRLf4DHPgJpt8Lpozo+/U/BTQG+OnF2PVNCCGEEG0WkxLjje6++26sVivTp0/H6XRy/PHHo9PpuOuuu7j55ptj2RUhhBBCdAE2d3A5VWvpNSoaZCZOZGteh1Uvw+SbIW1I8/tq9NB3Jqx7E2b+CVSa5vcXQgghRKeKSRDHbrfzu9/9jg8//BCPx8Ps2bO58847ARgyZAjx8fGx6IYQQgghuhiby4e+Dcup9BoV5fWuDuhRN1e8Dj69AwacGvxpif4nw9aPYOcXMOj0Du2eEEIIIY5OTII4f/7zn3nllVe49NJLMRgMzJ8/H7/fz7vvvhuL0wshhBCii7K5vG0K4hg0khMnjNMK7/waEvJhwvUtf11iL0jsDZvekyCOEEII0cXFJIizcOFCXn75ZS666CIALr30Uo477jh8Ph8qVetv3IQQQghxbGhwedGr27acSoI4h/nsd2CrgNlPgkrbutf2mgqbF4LHEcyRI4QQQoguKSaJjQsLC5k2bVrT7xMmTECtVlNcXByL0wshhBCii2o4ipk4khPnENsWwfoFMOGG5hMZR5M/Bdw22LO83bsmhBBCiPYTkyCOz+dDqw19IqRWq/F65eZLCCGE6MkaXF4M2jbkxNEqsbt9+P2BDuhVN+NqgE/vhOxx0HdG245hyQVLDmxf1L59E0IIIUS7islyqkAgwJVXXolOp2va5nQ6ufHGGzEajU3bFi5cGIvuCCGEEKKLsLm8GNowEyful9fYPT7idTEtttn1fPNvsFfCyX8FhaLtx8keDzs+h0Dg6I4jhBBCiA4Tk7ueK664ImzbZZddFotTCyGEEKILa+tyqsbXNDi9PTuIU18K3z8FQ85u2zKqQ+WMgy0fQOkGyBzZ5sP4/D7q3fVUu6qpclRR66rF6XUSp4mjj6UPvcy9UEiQSAghhGiTmNz1zJs3LxanEUIIIUQ34vX5cXr8bVpO1fiaBpcH0Ldzz7qRb/4NKg0MO/foj5U2BNQG2PVVi4M4No+NT/d8yrdF37KrdhdVzipsHluzr+ll7sWNI2/k9N6nSzBHCCGEaKUe/OhKCCGEEJ3J5vIBB5dGtUbjEqx6Zw/Or9dQAavnwbDzQBt/9MdTaSBjOOxeCtPuOOLuX+3/ir989xfq3HUMSBzAoKRBWHQWjBojceo4TFoTZp0Zk8aEVqXF6XWy17qX5YXL+cPKP7C8cDkPTn0QnUp3pFMJIYQQ4hcSxBFCCCFEp6h3eQDaNBMnThu8henRFap+fglQwqAz2++YWaNg9SvgtoM2Lupu72x/h7/98DfGpI3hkkGXkGRIOuKhtSotI1JHMCJ1BD+X/szLG1/mt8t+y5MznkSj1LTfexBCCCGOYTGpTiWEEEIIcbjGWTRtSWzcGPjpsTNxvK5gEKfvDNCZ2u+4maPA54b930fd5bui73jwhweZmTeTuaPmtiiAc7jxGeO5ZfQtfF/8Pf/6+V9H0WEhhBCiZ5EgjhBCCCE6RWMAJq4NiYkNhyQ27pG2/i9Ykao9Z+FAsNS4IQkKvo7YXOeq475v72NI8hAuHnTxUeW0GZoylIsHXcxb297iq/1ftfk4QgghRE8iQRwhhBBCdIp6Z3A5VVwbllOplAr0GiXWX47R46yaF8xfk5DbvsdVKILHLVgRsfnpdU9j89i4etjVKBVHfxs5PXc6o1JH8dfv/0qdq+6ojyeEEEIc6ySII4QQQohO0TQTpw1BnODr1D0zJ051Aez7BvrN6pjjZ4yAkvXgDA2qFNYX8s72dzij9xkk6hPb5VQKhYLLh1yOw+vgqbVPtcsxhRBCiGNZtwviPPzww4wfPx6TyURaWhpz5sxh+/btnd0tIYQQQrSS1elBrVKgVbXtdsSgUWF19MAgzvoFoImD/Mkdc/yMERDww/4fQja/vPFl4rXxzMyf2a6nS9QnMrvvbN7Z8Q57ave067GFEEKIY023C+J8/fXXzJ07lx9++IEvvvgCr9fLrFmzsNlsnd01IYQQQrSC1eEhXqtuc14Vo07VtCSrxwgEYMMCyJ8Can3HnMOUAcaUkCVVlY5KPt79MSfnndwhJcFn5s0kWZ/M42seb/djCyGEEMeSbldifPHixSG/z5s3j7S0NFavXs3xxx/fSb0SQgghRGvVOTxtXkoFwZk4Pa46VdFqqNkL46/ruHMoFJA+DPZ+07TpvR3voVQoOSH3hA45pUapYU6/Oby48UU2V25maMrQDjmPEEII0d11u5k4h6urC67XTkpqfXnL7srvD+D3B1q8v8/vJxBo+f5CCNEeAoEAPr+/w47v9XXcsUVs1Dk8GNtQmapRnFZNnaOHzcTZ+C7EJQeDLB0pfRiUbgCnFZ/fx3s73mNixkSMGmOHnXJi5kSyjFk8s/6ZDjuHaDtvGz7P5R5UCCHaX7ebiXOoQCDAHXfcwdSpUxk2LPLNjMvlwuVyNf1utVpj1b12V17vZEdZA2//tB+VUsGF43Ppn2YixRR5WnNJnYO1+2v5eH0xiXEaLp6QR15SHAlx2hj3XIjIjqXxKQ6qsbvZX2Vn/k/7qXN4mDMqm1G5FjIshqM+ttvno7jGyf82FLPxQB2jchM4Y0Qm2QkG1G3MqyLCxWpsHu1MnDitilKrsx171MX5fbBpIeQfB8q2/91aJH14MC9O4Y/8EBdHmb2Ma4df26GnVCqUnNHnDF7c+CLbqrcxKGlQh56vO4r1ddPt9VFU6+TjdUVsKbEyKjeB04cf+TO3tM7BusI6PlxXhMWg4ZIJeeQnyz2oEEK0h24dxLn55pvZsGED33zzTdR9Hn74Yf7yl7/EsFcdo9zq5M531rNyV2XTtg/XFXPykDT+71cjSD0skFNc6+Cyl35kT+XBXEFv/VTI3On9uP74PlgMmpj1XYhojpXxKQ6qtbl5dvluXlh5MDnp4k2l9E+P59WrJpCV0PZAjt8fYO2+Wn79359weYNPhJdsKeOJr3Yy/7pJjM1vn2o5InZjs9buIe4oZuIYdWqsPWkmzr7vwFYOvTtmSVMIcxYYkmDvN3ykdZAdn00fS58OP+2EjAl8uOtDXt74Mv864V8dfr7uJpbXTZ8/wOp9NVzx359x/zLz8fPNwc/cBddNYlRe5M/ckloHV8z7iR1lDU3b3v65kOun9eGm6X0lkCOEEEep2z62vOWWW/j4449ZtmwZOTk5Ufe75557qKura/opLCyMYS/bz/e7q0ICOI2+2FLOusLakG1ur4+XVu4JCeA0enrZLoprHR3VTSFa5VgZn+Kgwhp7SACn0c6yBt74YR+eo1gCVVbvZO78NU0BnEYur5+b56+hrK4HzcjoYLEam7V2D6ajWk6l6lnLqTYvhPh0SBnQ8ef6JS+Or2AFSwuXMilzUpsTULeGSqnilF6nsGTfEgrr5ZpwuFheN8utTubOX9sUwGnk9Pi5+a21lEWYBefx+Xn9h30hAZxGL6zcw4EauQcVQoij1e2COIFAgJtvvpmFCxeydOlSevfu3ez+Op0Os9kc8tPd1NrdvPLd3qjt//22gIZDEjtW29y8/XP0i/rH64rbs3tCtNmxMD5FqPfXFEVtm//Tfqoa3G0+dlWDm8oory+pc1Jlc0VsE60Xq7FZ63ATrz+6mTgNLm+r8sR1Wz4vbPkouJQqBsEUANKHoShZh9LjYGLmxNicE5iaPRWjxsjrW16P2Tm7i1heNysaXFTbIn/mHqhxRGyranDz1k/7ox7z3dUH2q1/QgjRU3W7IM7cuXN54403mD9/PiaTidLSUkpLS3E4jt3Ivs8fwOHxRW13un0hyeb8AXB6oz/t7nHlWIUQMdPc54vD7TuqBJdHmsXj8fWAL/LHkEAgQK3dQ/xRzMSJ16nxB6De1QMqVO1dCfYq6DUtdufMGIYy4Od0dQophpSYnVar0jI9dzof7PyAOlddzM4rQh3pM9cb4TM3EGj+nrW+J82cE0KIDtLtgjjPPvssdXV1nHjiiWRmZjb9vP32253dtQ6TEKfljOGZUdvPHpUVkuPGrNcwfWBq1P3PGBH9WEIIcTTOHpUdte2kwemYjyIfV0q8Dp068mXLqFWRHC95FroTh8eHy+vHrG/7v4nGAFCdvQd8Mdz8AZgyIblfzE7pMKZQp1RyUuDok5K31ozcGfgCPt7Z/k7Mzy2C0kx6tFGSF5t0apIifOaaDRpmDkqPesw5o6NfI4QQQrRMtwviBAKBiD9XXnllZ3etw6iUCn41Jpu0CFWoshMMnDw0I2Sderxeze9PHYReE/6fd1x+In3T4qOeq6Lexb4qGweq7S3qW7XNTUmdg5oo022FEMe+inoXJXUOrA4PAzNMjMpNCNsnTqvi9pP7H1U56TSTjt+fGrlazb1nDCbNpKOi3tnUF9G1NS7FMB3lcirg2M+L4/PEfikVsL5yIzs0GoY2VMfsnI3MOjOTMyczf9t8PL5j/L9vF5Vi0nHXKQMjtv3xzOBnrs8foMzqpLTOgd3lxahTc8fJAyJWnRuVm8DADBMQrGJYUuegWpbBCiFEq3Xr6lQ9SU5iHO//Zgr//baAj9YVo1TAOWNyuGJyL7IjVHvJSzLw4U3H8Z+lO1m5qxKTTsNFE3L51ahs0kz6sP1r7W52lTfw6JIdbCyqI82k49ppvTlxYFrEajK1djdr99fyyJLt7K200Sc1nt+dMpCRuQlS+UqIHqKy3sWy7eU8s3w3FfUuRuUm8IfTBvKfi0ezcM0B3v65kAa3lxMGpHLz9P7kJcUd1fl0GhVnDM8kJ9HAf5buYm+ljb5p8dw6ox8DM0x8sLaIZ5fvprLBzei8BO4+ZRD90uMxaDq4FLNok4NBnLZfMxoDQDX2Y/xBwp7l4KyF3sfH9LSry1aTZ0pmbOVulB4nfk34/UNHOrnXyawoWsHivYuZ3Xd2TM8twKBRcfaoTHKTDDy9bBf7Ku30S4vn1pn9GZplpqrBzXurC3n9h3043D6mD0rjtpn9yU7U8+FNx/HUsl0s31FOvFbNBeNzOXdMDgaNkm92VvDPz7ezu7yBXilG7jh5AGPzE6VqlRBCtJAicDQJCrohq9WKxWKhrq6uWyZRdXt9TTe+yfFaNKrIX052lNVz0QvfM2tIBqPyEnC4fXy2qRS/P8Azl40JC+R8ubWM615bxeH/Gs4bm83dpwwizXxwf5fHxxs/7uNvn2wNO+9Dc4Zx/rgctGr50iRar7uPz56k1u7moU+3hiWpVCrgPxeP4cutZYzMTUCvUbJmXy1fbCnl3Run0K+ZmYBH0vjZM+/bvZw/NocMi4HiWgfvrT7Alcf14rtdVSzbXh7Sl/nXTWJSn+Q2n1MEdcTYXLatnKte+ZmnLxlDkrFtX96cHh9XvfIzT1w0qtmlfN3ewuuD5cXPfiZmM3HcPje3LruNUy2DmLPlC7ad+U/qc8bE5NyH+vfqf+Pxe3jnzHdiUh2ru+nI66bT4+PV7/by5o/7OXdsDhlmPUW1dt5ddYBbZ/RnS0kdr/8QmsQ4Tqvig5umcPUrP3Ncv1TG5Cfg9Pj5fFMpA9LjGZhh5t4PNoad697TB3P55HwJugshRAt0u+VUPZ1WrSLDYiDDYogawHF5vGwvrcfh8fPZplIWrinig7VFrNpbzap9NewuDy37uL/Kxl/+tzksgAPw3uqisOoD5fUu/rl4e8Rz/9+irZTXy9RYIY515fWuiFVG/AF4ZMl2RuUm8MGaAyxcU8TizSXU2D089sV2bEeRgLbxs+dAjYMP1hbxwdoDfLC2iKJaB49/sYMLxueE9eWPH26iUj6TuqSKhuB/F/NRLKfSqZVoVcpje0mv2wZb/xechRPDIMaW6q24fC5SMsfi1cZjLl4Xs3Mfalb+LLZVb+Pn0p875fw9WUW9i0eX7GB/tR2b04PFoKbO7qakzsn/LdrKxAgBcrvbx+Nf7uSEAWks3lQSvAddc4AfC6qY0DuZ/1sU/gAQ4NEl2+WzWgghWkiWU3VhtXY3pXVOvthShj8Q4PThmdjdPj7fXIpSoWDW0HTSTTrSLcHlTvurbJTUOflqWzkWvZpPb55KcZ2DL7eWE69Xc/tJA/h4fTGfbihhct+DVSYaXF4Kq6NX91pXWMugzINPdyobXLiiVL+yuX1UNbjJSTy6ZRNCiI5VWe9iX7WdZdvKMRvUzByUToZZR73Lx/YyKz/uqSYn0cDUfimkm/VUNLhYu7+WzcV1DM2y0DvFyID0eHaUNYQde1x+ImPyEimzOrG7ffx6Uj5VNjf1Tg97KhpYtq0CFHDSkHSyLPoWT6GvbHDR+5ep9wdqHBRU2jhlaAZZCQb+9fn2iIHoXeUN1Ds9pETIKSY6V2WDC5NejTpK4tSWUCgUmA3qqGWQjwnbFoHHDn2mx/S0a8vXkKRPIiUuBXtyH0xF62N6/kZDkoeQa8rllc2vMCFzQqf0oacqr3dy9yn9mT44g1V7q/l5bzWjchO5Ykpv3l99AJUyclDx+91VzLt6PFP6JrNqXw1xWhW/PWkARp2KhiiBfJfXT73TQ0FlA0u3lVPd4OH4ASn0TjVGTAMghBA9mQRxuqhqm4unlu7iv9/uBeBPZw7hya928r8NJU37PLVsFxdPyOXWGf3x+gPc88FGvt1VhUIBz102lrveW8+a/bUhx/39qQPJNIfmuFEpm7+BPjwR6ZFuuDUqme4sRFdWZnXy2wVr+X7PwWSlT3y5k3dunMxNb65hX9XBxOYalYIXLh/L6z/sY+m2iqbtFoOGxy8cxZ8/3sz+QxKhXzQ+l6wEA7Of+qZp2yvf7eXfF4xkc3Eds5/6tmn7Y1/s4NKJedwxawDJxiMHWYxaNb87ZSC3v7MOq+PgF4GEuGBflBFmKSgUoJLPpC6p3OoioR1yqJn0GiqP5SDOuvmQPhRMGTE7pS/gZ235OgYnDQbAntKX9E0fo/Q48GtiW6lKoVBwcv7J/HfTf9ldu5u+CX1jev6eLMuiR9krmTlPfUv9IcGXJKOW16+ZQMAfOSPDP84bwT8WbeOHgkMTYu/mj2cM5pIJecz/aX/Ya84amcWm4jp+//7GpoD808t3MSo3gecuG0uGRQI5QgjRSJZTdVHbSxuaAjg5iQb0GlVIAKfRWz8VUlznYNHGEr7dVQXA8f1T+amgOiyAA/CPxdsZkBGakyIhTs24/MSI/dCqlAzNCl1jnRKvJTU+8heuLIu+RV/GhBCdw+cPsHBNUUgAB+C8cbk89sWOkAAOgMcX4MY31nDR+LyQ7XUODw/8bzPXH9+naZtWpeTkIek89sWOkH2zLHpcPj/vrApffvXmj/vZXGRtUd/1GiV//nhzSAAHoNbu4a//2xKx8tXx/VNJMEiyzK6ovN5JYjskMjXr1cfuMozaQtizDPrOjOlp99Ttpt5dz4DE/gDYk/ujCPiILwnPZRILEzMnkqBL4NXNr3bK+Xsqp9fPTW+uCQngQDAp+W0L1hEfYSnk5L7JbC2xHhbACXrw063MGpoeVrZcqQjmYDw0gNNoXWEtr3xXgMfnO/o3JIQQxwiZidPFVDa4cLi8vPzNnqZtpw3L5MN1RWH7njk8k2um9caoU/P6D/sObh+RyUNR1hwDfLaplHi9mjiN6pfpq14enDOMrSVW4rRqfIEAGpWCH/ZUMzLHQuphyxDSTXqevnQ0l7/8U8iyKr1GyX8uGUO6PC0RosuqbHAx79uCsO2T+yRz05t7ueOk/swYnI7T40OvUbG/2s5f/reZ8noX6WYdZdaDX5b3VdlJNx/8fJjYJ4kVOyoYkmni3tMHY9Zr8Pj9WAwa7v9wc9Q+vbBiN2PyE4jXhc7KsDnclDYEl2HFadQolUTNfbKn0hZWVjw1XsefZw/BHGW2R7nVSY3dg0IRnM3Tlin7dpeXygYXdrePOJ2a1HgtBq1cWluipM5JQtzRz8SxGDRN+XWOOWvfAI0eek2N7WnL1hGvMZIZnwWAOz4Vj96CuWgt1rzYL2nSKDWcnH8yH+z6gLmj5pJuTI95H451Lo+PoloH9U4vWrUSs15NncNDZYOLi8bnMmNQGl5/AJVSwZLNpXy4rph6p5e7TxlIv7R4vP4ADrePhDg19yzcxJi8BC6dmI9Bq0KtVLCzvIFXv9vLN7sqmdY/ha+2HUxCPzY/iY1F1ohLYgFe/34fV0zuRWaEaqlCCNETyZ1mF+HzB9hWYuWOd9YzbUAK1baDX0bidSpqDyuf2njRnPvmGm47aUDIlxeDVhX2ZeZQJXVOVu2toajGwQsr9jQ9YTmuXzI3ntCX299eR5XNzYyBafx6cn5Y+VelUkGvFCNvXjeRL7eUUVBpp2+qkZmD08hPlAusEF2ZPxCgLsLngz8QYP51k/hhTxUXPv89NrcPhQKO75fC61dP5Mc9VRi1aiD0y3JCnJbrj+/D/mo7l03MY3NxLf84dwT3frCJjUV1QPDzqtYRfblLrcODxxuAQ+LFB6rtvLO6kJdWFmD/pS/TB6Tx9KVjuG3BuojvwaRXc9203hTWOJgxMI3j+iWTHSE/l8vjY21hLb97b31TPrDeKUYePX8kw3LMaKMkjT9cmdXJvz7fzodri/D6A2hVSi6akMvN0/uFVPQTkZXUOslvh8phCXFadlfY2qFHXYzPA6tfgd4ngCZ2eeYCBFhTvpo+lr4o+WUpokKBPaUflgOrCZ9PFxsn5JzAp3s+5fUtr3PX+Ls6qRfHpgPVdr7eUcEjS7ZTYw9+to7LT+R3pw7kyYtH89nGUm56c03T59yc0dk8ev5IXF4/izaVsOmX2ZSp8TrmXTWeU4amMzDDzN8/29YUYB2ebeGf543gu12V/P3cESxcc4A1+2sZlm3m/LE5vLQy/OFCI5vbh79nFdMVQohmyXKqLuJAjZ3zn/+e7WX1bC6yMrF3UlPbpmIrE3ofvNHNTtAzsU8yN76xmuI6J5uK6hh/yP5biq2M75VENOeMyQ5WHPhiR8gU2W93VXH/h5v4w2mDCATgq23l/OaNNRyoCV1eYXV4eODjzZz/3Pes2V+LTq3kp4Jqzn32ex5evJ16Z/QAkhCic8Xr1EyO8MU5zaRj7f4aHv9yJzZ3cNp6IABf76zk5rfWMKVfMkW1oQnQtSolGWY9954+mKcvGc3U/qmcNDiTy//7U1MAB+DnvTUhn2GHmz4wDdMh0/Idbi8L1xbx5Fe7sB/Sl6Xby/nH4m3cNWtg2DF0aiWpJh33nTGEpy8ZzQXjcyMGcAD2Vdu57KUfQxK6F1TauPjFHzjQTJL3Q9U53Nz/0SbeW30A7y95Idw+P699v4/HvthxVFW4egKPz095vZOU+KNfTpUYp6Gi3kXgWPuSt+UjaCiFQWfG9LQlDaWU2cvpn9gvZLstpT9xVXtQO2pj2p9GcZo4ZuTN4J0d71DjrOmUPhyr1hXWct+Hm5oCOACr9tWQFKfh3VUH+Hh9ccjn3DurCvl6RwVpJl1TAAeCFed+3FPF1H4p/PHDTSEz5DYW1fHbt9fxqzE5pJp03HBCX565dDS3zOhPhsXAiQNTo/ZvdF4CcTLDUQghmkgQpxPUOTxUNbjw+IJLkQKBAP9bX4zd7QsukZram1+NzmbWkOB04aXbypk1JB2TTs3Y/ESeuHAUeyoaGJ5tAeCDtUVcPikfnVrJtP4pWAwa7jl9MIMyTGHn7ptqJNmoi/rEY2+VHZVSSUKcBr1GyeBME/VOLw2ugxf2ygYXizaWEgjATwXVfLy+mFX7an7pywGqjuUEk0J0Q4FAgGqbi2qbi3idmrtPHYhWpeDEAancfvIAbjqxLxaDhudX7In4+h1lDVTa3FwxJZ87Zw3g4gm5mHRqbjihDynxWuqdHmrsHlxeH9/trqTWHhrI/XpHOTMHpWE2hN+EWwwapg9Mw+vzU9XgotbuprjOyUsrI/dla0k9yfFaDJrQ2TK/ntyrqVJKc8nanR4fz3+9p+kLyaFcXj9v/LAPp8dLVYOLOnv0z7KqBjdLNpdFbHt39QEqj9XlPe2ktM6JPwApUfKrtUaSUYfb5w/5AtrtBQLw3X8gcyQk9orpqddWrEGr1JBvDj2vLXUAAOYDq2Pan0OdnH8y/oBfcuO0o31VDWF5zBp5/cF7ULNBHUxCf/IALhyfS7xOzcfri3H7/PRNjeemE/ty+0n9OXFAKgMyTDyzfHfE49XaPazZdzAAd+hndf90U8T7VqUC7j9jCIlGyW0mhBCNJIgTQxX1Lj7bWMJV837iwhd+4LEl29lfbcfl8bKlxMqnt0xlQp8knvhqJ7e8tZbh2RbeuWESGWY9Ty/bxQdzp3DigFTu/3gzr3y3lxmD03n2sjEolbBwTREf33wcQzLNvL/mAH/+aBNXHdeLFy4fi06tRKdWcu6YbP54xhCqba5m8wfsKm/grJFZPHvpWFxePzfPX8vN89fyU0E1dQ5P2Be0Q/kDUHcs3UgL0c2V1Dl4/Yd9XPbST1z20k+88t1e0s16Ft02jb5p8XyyvpjvdlexsaiOe04bHJZwEuBXo7MJBGBvpZ0P1xZRUe/ixSvGcdH4XFbvq+WG11dz4fM/8JePtzAo0xwykxCCnwsPfrqFpy4ew0mD01AqgjfmMwen8Z+LR/PCit2s2FnJRS/8wFXzfsbu8mJ1Rp/JUtngarrZzzDruee0QaSadFQ1HDmA3ODysv5AbcS2vqnxzBqawRNf7gr25ZWfWbSxhIoISXObC1b7/JGXrImDGiuapbfDsrPkX2bzFNe2bBZVt7B7KZSsg6HnxvzUq0vX0NvSG40yNOjq05txmrOwFHZeEMekNTEzbybzt82nylHVaf04lnj9wZxih9OrlVTUu7hwfC7/PHckJXVOPlpXTK3dzeMXjeK0YRnUOTxcNimP73ZX8cmGEvqkGsmyGLC5oich/mFP5P9u6WY9/71yPFdMzkevCV6HRuRYePfGKQzODA/uCCFETyZzE2OkqsHFX/+3OaTC1K7yBub/VMiHN03htpn9uWfhxpCKUtu/qCfLoueNayeiVMA1r64KWfe/udjKoAwTD58zHJNOw2Uv/xTyZWP9gY0c1zeZd2+czL4qO19sKeOG11fz5nUTidOqmpYpHC430UCS0cy1r63C98vT6t0VDSzfXsEDZw3h+P7Rp7wCxOlalk9CCNGxSuscXDnvJ7aXNjRte+yLHUzpm8IlL/4QEohYV1jL8f1TuOf0Qfzlf1uatk/qk8TY/EQueuGHpm27K2ykm/WY9Wqe/XrPIdsbeH/NAf5z8WiKah0cqDn4pXpHWQP/WLyNR84bwa9G5wDw095q5r4ZXKr11bZydpYH+6nTqNCoFHh8kZfH5CbGccWUfK5V9aHO4ebdVQdYW1jLF3ccf8S/iV6jJDtBz67yhpDtcVoVf549hBvfWB0SqL7pzTWcPjyDv549LGTWiDlCVZbQ48nltTkFlTZUSgUppqN/up72S/L9/dV2hv0yQ7VbCwRg2UOQOgiyRsf01NXOagqsBZzZJ/ISLltqfyyFPwf7qFDEtG+NTu11KssKl/HSxpf4/YTfd0ofjiVKRbDqaOVhQXCn10+GWc/AdBM3vnEwcLe7ooElW8p4+Jzh6FSqkOvFzvIGPlpXzH8uHs2V837G7fNzuF4pxqh9yUowcN8ZQ7jhhL74/AGMOjVJMgNHCCHCyEycGCmssTcFcAZlmpjUJ4k4rZI6h4f31hxgT6UtYknw4jon76wqZFOxNWLixm2l9SgViqhPi7/dXcXOsgb++r8tfLy+mAABNEoF54zJidhPs17NkCwzf/1kKz5/gDitil7JcVh+qe7y0KdbUSgUYWXHG43JT5AS40J0Ecu2V4QEcADumjWQ577eHXEmyYqdlSQZtSQeUjHoskn5/HPxtpD9FAo4aXB6SACnkcvr5/Evd3LZxPywtosn5PHz3hrmfVvAvG8LePW7vdS7vFw2KZ+9lQf7WVbn4KyRWRHfU0q8lhSTlt++vZ6589dw7webWFtY2+LPnnidhrnT+4dtP3tUFvN/2h9xpuGijaUUVofmBks26iJO/QeY2DuJZPni0azdFQ2km3Wom1n61lLxOjVGnYqCCLMJuqUtH0LRahh9ecwDJavL16BSqOib0Ddiuy1tEBpHDYaqyMtlYiFeG8+pvU5lwfYFFFoLO60fx4r0eB1XTukVsU2lVPDIku1h2wMB+Ofi7WjV4eO3yubmw3VFnDY8I6xNrVQwe0Tkz/ZGWrWSrAQDuUlxEsARQogoJIgTI59uKOHaqb347LZp3HRCX04fnsmC6yez5PbjmdQ7ifdWR6/38L/1JTiizJqB4NT9zzeXRm1ftr2ciX2SiNep+dd5I3n0i+1M6pPE9IFpIfslG7U8esEo6hxuGlxeHpozjH+eN4ILxuXyp9lDeOKiUeQmxrG/ysZzl4+lX1p8yOsHppt44sLRctEVPZ7N5WVvpY2P1xXz4doiCiptMU/4Xefw8M7P4V9wRucmsKSZz4sVOysYd0hidI1KGba0KTcxjh1l9VGPsaXESu9DnrYqFMEAzuTeSUzqk8x5Y3M4f1wOi26dxjvXT2JzUR2jchOb9r/lrXXcMqM/U/qGJkNOM+mYd+UE5v+4P2R742eP0+Pl6x3lvLuqkI0HaqPmpRmYYeL+MwejVh78gnxcvxS+2ho5xw3A/9YXh/yeYtLx/OVj6XPYU+UhmSYePX+k5G84gh1l9WS3U7lghUJBdoIhbHZVt+RqgM/vg9yJwXw4Mba6dBX55nz0qsgBUXtSb3xqPQn7foxxz0LN6jULs9bMv1b9q1P7cSyodXo5fXgmZ48KDa4kxampbHBFnbVdbXNjjXJdW7SxlPPH5oTEIOO0Kp65dAzpZnnQJ4QQR0vme8fIhN5JeP0B5jz9LS7vwemlJw1O47ppfVA287TtSA/iFNDs61VKBZdMyOPKKb3wBwLMGpJJIBDglhn9uHpqLyrrXWQmGDBoVNjcXnRqJU9cOIr/W7SN7Yd8UUuJ1/Kv80Zi1KrJTYzjresmUlLnpKTOSXaCgXSzjlSTlNUVPVtj8OThz7bSmDtXoYBbZ/Tnyim9YvrlXhHhcyFA858XWpWSP54xmNkjMkmO1xGnDV8eGSCAUtn8B1NechwvXTEOm8tL/7R4lEoFH64v5qllu2gsIqRUwK0z+zM2P5GVOyubXlvr8HD+c9/x1nWTcHj97KloINWkI8tioFeKkTssA7h4Ql7TZ0+aSUeZ1cmlL/0YEnAa3yuRJy8eTaYlNFhgMWi4eEIeJw9OZ3eFDaUC8pONKFD88hcKp4rwfvOTjSy4YRKlIZ+DelJN8iWlOYFAgK0l9c1Wo2mtvKQ4Nh6oO/KOXd1XfwF7JZz0l5ifus5dx46anZza69ToOynV2FIHkLDvB0rGXhq7zh1Gp9JxwYALeG7Dc6w4sILjc468lFJEd+aTK3jj2sn85oS+7CirxxKnJcuip6aZ5O4ARLkMKBXBpVGf3jKVneUNGHVqsiwG3B5vxNk7QgghWkeCODHSK9nIaU+sDKuI8uXWcsb1SuL04Rl8sSXyU+Bfjc7G2EyeGbNezZzR2bz8TeSKU+eNzeHDdQd466cDKBWQGKfF6fFhc/tQKRV8dts0/ruygAWrClErFbxxzURe/qYgJIADUNng5p6FG1lw/SQAUk16Uk16RkRemSVEj7S7ooGHFm0N2RYIwBNf7WRC7ySO65cSk35YDBoum5THmv2hpXgLKuo5c2Qmb/0UeRnC2aOyyU82kp8cnGGyt9JGYpwmpPLPgRoH/dPiUSggUlXnkTkWvtxaxhs/7MOkU6NUwL1nDOE/S3eF7OcPwONf7uSNayaw67DPm4oGNw1uL6NyE5sq8TU6/LOnqMbBxS/+SMNhZb1/3lvDk1/u5M9nDUV/WDWrOK2avGQ1eb+8T4fHy1mjsqLOipwdZXlXmklPmnwOtkpJnZNqm5veydFzY7TWgHQTX24tp7LB1S4VrzrFzi/gpxdgwvVgCl+K0tF+Ll2FUqEIKy1+OFv6YDLWvYPaXoM3LrHZfTvS+IzxrCxayV+//ysfnv0h8dr4I79IhEmI0zBjcAbnPPsdWhWMyE6gosHFvmoHS+88AZNOTb0rPNF8qkmHNspyyNkjsyiotHHd66vok2yk3uWlzOpCqYAvbj+Bvmny30oIIY6GhMNjZMmWsoglbQFeXLGHXsnGsKUDAL2S45g9IoveKfEMyQzPQzMyx0KmxcDMwWnkJIZPTZ8+MA23188lE/JJjNPgDwTXK9t+mR7760n56NVK3l0T/OLi9Qdwen2s3FUZdiyAUmvw5jsSj89Pca2DgkobJXUO/FHerxDHKofHG7U0NsAzy3fFdFnVcf1SGJUbGgBpcPuYPSKLjAhVgU4Zmo7LEzp13uPzc+/pgzl0IkogAJ9sKOHOkweEHSNOq+LuUwfxxg/7KLO62FVh4zcn9mPet3uj9vO/3+zljBGZIdt+NTqb3KS4FrxL2FpqDQvgNFq4togyq5PCajt7K21URVliZdCouXVGP1IjBAAuGJtDTmLL+iKOrDGwePiS3KMxMicBlVLBB2uK2u2YMVWzF96/FnLGw6DISYU72o8lP9DL3AuDuvllbg1pQ0ABCfu+j1HPIlMoFFwx9AqsbisP/fgQgUgRZXFEcVo1d80aSLJRi9sHq/bXsq86mJReAfxtzrCwGeEqpYKHzxnOqr3hlaYyLXpOH56JWa/G74ddFTbKrMHPXX8APj5saaoQQojWk5k4MXKgxh61rcrmprTOyeyRWZw+PJNPN5bg9vo5fXgGU/qmcPNba7C5vLz463GsLazlw7VFKBUKzhubw5i8RPZW2fi/T7fy59lD2FJs5esdlRi0Ss4YnoXPH+D9NQc4rm8yb103ic+3lLF8WzmJRg3XTuvDoAwTlQ3upipUADaXL+LT9UP7e7jyeievf7+Ped/upcHlJSVey20z+3PGiCzJkSN6DJfHT3GtM2p7aZ0Ll9dPrIqlppv1PHfZOH4sqOLNH/cTCAQYlZvA3DfX8tCvhrH+QC3f7KwkTqvmzJGZOD1+PlpXxAmH5Muqsbv5cms5L18xno/XF1NQaaNXspHTh2dSbnXy1nUTefW7fZRanUzuk8yF43PRa5T89exhvP79PuxuL/3S4imzRv+7lNU7GZBuYkxeAvF6NVcf15th2ZYWJ0kvaaa0tMvrZ3+1nSv++xP+AAzONPG3s4cxLNsSNjsnL9nIB3On8OmGEhZvKsVsUHPN1D4MyTLL51g7+nFPNZkWPQlx7fc3NRs0TB+YyqNLtjM408zU/rGZ8dYuHLXw5gWgiYOpd4Ai9s/XKhwV7KrdzewoVakO5dMZsSf1IXHPSioHnx6D3kWXYkjhssGX8eLGFxmTPobzB5zfqf3prnqlGPlo7nH8b30xS7aUYY7TcOPUPhTXOqmyuVj4mym8+v0+9lba6J8Wz68n57N0WznTB6Xx93OH88n6EuxuL1P7pzAiJ4F7P9jIUxdHrqy2t+oYSUAuhBCdSII4MTKpT3LU5QtDs8wUVNr45+fbyUsKls6d1i+F51bs4W+fHFyWcfqT33DKkHTumjWQ3ilG0n55km42qMmw6LnutdWMzk1gbK9EPL4AzyzfxYEaBw/OGcZZI7MwGTT0Tzdx5ZReaFVKDL/kunB6/CTEaZqqsigUYNCocHgiJ7PLTw59Im11ePi/T7fy4bqDT1cqG9zc/9FmrE4P103rg1YtZcfFsc+oUzOpTxLrCmsjtk/sHUwwHksZFj1nj8pmxqBgYMbnD5Bq1nHNq6sYl5/I2PwknB4fT3y5k5I6J49dEJpMNcmo5YstpSzfXs6sIelM6J1EaZ2T37yxGo/Pz5d3HM+/LxqJ2xvAqFWhVil/Oa+BCb2S8Pj8GHUqRuclsq00cjLkMXmJ9EuNZ95VE1ArFRhb+TcamhW9rHSqSUdpnbMpP9HWknoufOEHPpp7XMRy1DmJcVw3rQ8XTchDo1QQF+P/Xse6QCDA1zsqolY4PBqXT+pFZYOLG99YzdK7TiCtO+Ro8zjgrYugvhhO+yfoYhXiDfV98fdolRr6J4RXboukIXM4qVs+QeVqwKfr3KUxk7Mms6t2Fw/98BCZxkymZk/t1P50VzlJcVx/Ql8umZSPRqUgTqtme2k9D/53KxaDmt/OHMCsIekU1Ti45KUfcXp8DMmy8OSXOzlpSDo6tYpvd1Xx5Fe7GN8rsWn2zeFOGNB+ubCEEKKnkuVUMeDx+RmVm0CmJfIN5fXH9+Gtn4PVVgpr7IzNS8SgVbF4U3gFmWXbK0iO1zYFcCAYcLn+hL4oFLC2sJaXVgZL9x6ocZBk1DI6LwHTLyXCVUoFFoOmKYADkG7S8duTDt64fby+mMsnh5cHBjhxQGpYvoHKBldIAOdQTy3dHfVCLsSxRqNSctH4PAya8KClVqXkmqm9w2Z/xIpJr8Gk15AQp+UPpw4CYNW+Gl5cuYfXf9hHSZ2T1HgdE3uHLuvUqZWcPSobl9fP/zaU8MKKPXy8vhiX18/Zo7JRK5UYNGosBk1TAKdRojH4WWXUabhqSi90ERJa6jVKLp+cj0EXPEZrAzgAuUlxUYMC103rw4LDqnT5/AH+sXgbVkfkpW3KXz4nJYDT/nZXNLC/2s7ovPbPpaJVK5k7vT/+QIDXvtvX7sdvd143vH0ZFK+FGX8CS26ndMNPgG+KvmVg0kA0Kk2LXlOfORyF30dCwbcd3LuWuWTQJQxPGc5ty25jxYEVnd2dbkulVKBVKVH/kusmTqvijGGZ1Nq9PPC/Ldz05hoeWrSVeqeXSybm892uSorrnLz2/T5eXLmH1ftqUCjgzlkDefSL8NLkqfE6JvYJTx0ghBCidSSI04Fq7W7W7a/h7nc38PI3Bbx29QSO75/StLY4O8HAI+eP4NtdVRRWO8hLiuOVqyYwIN1EVkIc7944OSSh58B0E2/fMIm8w2bC1Lu8fLjmAI9dMCpklsyE3kk8dsFIFvxUiM/vJxqVSslZI7P461lDSYzTsHhTKVkWPb89qT9mffBLjFal5JIJufz93BFhywoO1ERfyuDw+KKWoBTiWJSTaODdGyczLPtgUGFQRnDs5ia3T0nlozU408x/rxxHbtLB/kzpm8xb108k+7DcWpUNbqb2T+GKKb2aglMGjYpfT85nav+UiMsrI8lNNPDmtRNDcnsNzTIz/9pJ5Ccd3d8l1aTjxV+PY/aIzKYqUslGLfefMZh6p4fV+2rCXrNqbw02d+Q8OqLjfLaxFINGxbBmZk8djXidmsl9kvlwXVHXzpHi88B7V8Ger2H6fZA2uNO6sr16OxWOCoanjmjxa7x6C/bkPiTv+qoDe9ZyKqWK34z8DUOTh3LL0luYt2ke/kD0+x4RrqjGwZs/7OP611dx17vrWL2vhqJqO3eeMoBfT85Hrwl+ZTBqVdx4fB+untKLiybkMvmQoExukoEXLh9L3xQjvz91UMg15rh+ybx9wySyE7rGdVAIIbozRaBL3+W0P6vVisVioa6uDrO5/adzN53H4eGV7wp47IudTduyE/X8+cyh9Eo24vX7iderSYzTUvVLThqTXh0ywwag2uaizuHBHwhWm4lUdaOi3sl5z32PVhV8op1q0qFSKFh/oI63ftrPnFFZ/Gn20CP22ecPUGZ1Ynd70apVJBs11Dm82N1edGoVqSZdxFkE6wtrOfvp6E/jvrrzBPqmSiUCcWSxGp+xUG1zNS1RNEcZu52lqNbBfR9s5KTB6SQZtaiVCtbur8Xt8zF3ev+QQO22EiunP7mSU4ZmcMaITJQKBf5AgE83lPD55lIW3TqNQRGSrkdTXOvA6vCgUIBZryGzHW/obS4vVTY3bq8Po1bNl1vLuP+jzRH3zUk0sPCmKd1jyU0X0F5jc9a/vyYlXsctM1q2bKct1u6v4Z+fb++61x6fFxZeB1s/hhPvhdwJndqdZ9c9y566PVw9/JpoFaMjsuz7gYyN77P+srfwGLtGDiJ/wM/7O9/ns4LPGJk6knsm3sPQ5CPf/3Rn7TE291fbueC57yk9LHfZBzdN4ZKXfuTJi0bRK9mI0+tDr1axvczKbW+v47NbjifBqKHO7sHj82PSa0IS0pdbnVidHtRKJYlGLRZDy2Z6CSGEaJ7MFe8g5fWukAAOQFGNk+tfX81pwzJ45PyRTcsGTProF7Uko46kIyT3TDXpueH4Ptz7wSb+FOELywXjWzZFW6VUkHXYFyqj7sgX3HSzjnSzLuKyqbH5iZIQVPRILRm7ncHt9fHfbwpYvr2C5dsrwtrPGpkdMmaT43X0Tonns02lfHbYEs++qfEktzI4lZVgCPucaS9GnTpkOVZz0/avP75PxEpUouPsLKtnR1lD1HLt7WVwphmlAr7fXdX1gjh+P3w8F7Z8BCf8vtMDONXOGlaXr+bE3OmtCuAA1GeNJH3TRyTv+IrS0Rd2SP9aS6lQcv6A8xmRMoI3tr7BRZ9cxPTc6Vw97GpGpY3q7O51SQ6Plye+3BEWwIFgJcKUeC3XvbY6rG1Ippl4nYo0kz5qMDzNrA97OCmEEOLodbvlVCtWrGD27NlkZWWhUCj48MMPO7tLES3bXh61bcmWMmrs4UsQvD4/RbUO1uyr4aeCKgqr7VGTCx/u5CEZnDE8I2SbQgH/96thHT51Nd2s579Xjg97wpKTaOCxC0aS2I4VSIQQR6fa5uHd1ZGTrANhbakmHc9fPoZUU2jAIzU+8va2sLu87K+y8cOeKtYV1lJS68DvP/pJolkJBv5x7vCQ8ugQLKV+6rAMFIfXzRUd6pMNJcRpVYzMSejQ8+g1KvqkGCMuo+tUgQB8ejtseAem3QH5Uzq7RywtXIpaqWF4yvBWv9avMVCfOYzUbYtotqRlJxiYNJAHJj/ANcOuYVv1Ni7/7HIuW3QZy/Yv69rL7DpBjc0Ttez33xdv5ZlLxoY9jMsw63n8olFkJcZFfJ0QQoiO1e1m4thsNkaOHMlVV13Fueee29ndicrtib4W2+cPhN3vOD0+vttdxW8XrMXqDOZp0KqU/P60gZw7JueIpVhTTTr+Nmc4c6f354c9VRh1Kib2TibVpGtTotDWUCgUDMk0s+jWqWwpsbK30s7gLDP9Uo1kWGTtsxBdSwCPN/qXGGeEwHG/NBMfzT2OHWX17CxroH96/C+5u45+fFfb3Ly8cg/PrdiD75fATZJRy/OXjWVUbgKaCMmQWypep2b2iCwm9k7mx4IqGlw+JvdJIsOsJ0lm4cTcZ5tKGJ2XiEbV8c+P+qWZWNOVgjiBACz+A6x+BY77LfQ+obN7hMPrYOn+pYxMHYFO1baHLXV5E8n7/jlMxeuoz45cUrqzqJQqjss+jslZk9lQsYHFexdz67JbGZI8hN+N+x3jMsZ1dhe7DG+UoPmOsgZ0GiWPnD+CMquLwmo7vVKMpMjSKCGE6FTdLohz2mmncdppp3V2N47ohIGp/GtJeGZ+CJYZbkwY3OhAjYPrXlvV9CUGwO3z87dPtjIg3cS0/kcuyZhk1JJk1DKkA0q3HolCoSA7MY5seSojRJdmNmg4dVgGH6wtith+zuiciNsbl0GdODCtXfvz9Y5ynl6+O2Rbtc3NZS//yBe3H09esvGojh+nU9NLp6ZXytEdRxyd/VV2dpQ1cPrwzJicr29aPIs3l1Jrdx/xIUiHCwTgiz/Bj8/BpJug30md259ffLn/K9x+N+PSx7f5GPbkvrhMGaRv/LDLBXEaKRVKRqWNYlTaKLZWbeW9ne9x1edXMafvHO6ecDcmbeeUde8qTHo1Jw5IZVmE5bU3ntCX3727nvUH6kgz6Ug16XhnVSGVDW6OH5DKfy4ehcUgs62FECLWut1yqtZyuVxYrdaQn1jIStAze2T4zapOreTPs4diOeSm0ucPsODn/SEBnEM9/uVOaiMsvxKiu+us8dmTxWnV3Dqzf1ggGWBynyT6pcUuh0hFvYsnvtwZsc3l9fPltujLUkXHau+x+eXWMjQqRYcvpWrU95eg3YYDdTE5X1SBAHz5AHz3JEy4Hgae3rn9+UWDx8ZnBZ8xKnUkJu1RjHmFgureU0nY+x262gPt18EOMjh5MPdNvI8rhlzB5/s+59yPz2VDxYbO7lartPfYNOk13HP64Kbqg4cakW1h/S9jqLzexeZiK5UNwfvRFTsqqGqQe1MhhOgMx3wQ5+GHH8ZisTT95Oa2LMnv0Uoy6vjTmUP494UjGZxpIsOs59wx2Xx66zT6H/YlyePzsaO0Puqx9lfbcTWzPEuI7qqzxmdPl58Ux/9umcqvJ+eTadHTLy2eB+cM4/GLRsc0CaXX52d/tT1q+9ZiCep1lvYem19tK2NIpjlihcOOkG7RY9SqWF9YG5PzRRQIwOf3wbePw7hrYfBZndeXw3y060P8AT+TMycf9bGsOWPx6eLJXPd2O/Ss4ykVSk7IPYG/TPkLceo4rlh8BQt3LuzsbrVYR1w3+6QYWXTbVC4an0uGWc/AdBOPnD8C1eEJxQ7T4PIe9bmFEEK0XrcuMa5QKPjggw+YM2dO1H1cLhcu18GqSVarldzc3JiWMK62ufD4ApgNagya8Kfffn+Ax7/ayZNfRX4iPa1/Ck9fMgazrD8Wx5iuMD57MrfXT43djUqp6JQS6JUNLi598Ue2l0UOYv/9nOFcNCEvxr0S0L5j0+byMvIvS7h0Yh6nDovNciqA/1u0lXSzjpeuaPtyoTbzeeGT38La12HijTDozNj3IYoC614e/OFvHJ9zAhMz2qc6VtLu5aRu/YyNF83DZenY6mPtyev3Mn/bfJYXLueKIVdwx7g7UCq69vPNjrxuOj0+6hwe1EoFyfE6dpU3cNJjX0fcV6mAr+48kd6yVFUIIWKua1+p2oFOp8NsNof8xFqSUUe6WR8xgAOgVCo4Z3Q2uigJPG8/aYAEcMQxqSuMz55Mq1aSbtZ3SgAHICVex92nDozYZtarmdo/JcY9Eo3ac2yu3FmJ1x9gdF5iO/bwyPqmxrO2sDb21Yhc9bDgYlg/H6be3qUCOG6/h5c3vkyqIZVx6WPb7bg1vY7DqzOR8+OL7XbMWFAr1fx6yK+5ZNAlvL7lde5cfidOb3ip7a6kI6+beo2KdLOe5F+uCclGLdOifA6fOSKLVEkQL4QQneKYD+J0FzmJBuZfN4mcxIPVXhLjNDx1yWgGpMcuR4UQQsTS2PxEHvrVMEyHVNHrm2rk7Rsmk90O1a9E51u6rYzsBAPpMVyqB9A/PZ6qBjeF1Y7YnbR6D7w8C/Z+AzP+BH1nxu7cRxAgwPxt8ymzl3FGnzNQKdpvaVtApaFi0Gkk7VmJuXB1ux03Vk7KP4m5o+ey4sAKrllyDdXO6s7uUpeQaNTyr/NGcMrQdBS/rKxSKmDO6CzuO2Mw8RFyqwkhhOh43e7Tt6GhgV27djX9XlBQwLp160hKSiIvr/tOu1erlIzNT+T930yh2ubGHwiQGKcl3aw/4ppkIYTorhLitFwwLpcTB6RSY/egUSlINupIMckT3mOBzx/gy63lHNc3OebnHpBuQgH8WFBFXnIMKidu/QQ+/A3o4uG0f0FifsefsxU+37uErwu/5rRep5FqOHLFy9ay5ozBcuBnen39KJvPfwGfrns9gBqdNpq7x9/Nk2uf5JJPL+HpmU/TN6FvZ3er02VYDDxy/kgqG9w0uLyYdGpSTVqMOpkhLoQQnaXbzcRZtWoVo0ePZvToYCnLO+64g9GjR/OnP/2pk3vWPtLNegZnmhmaZSErwSABHCHEMU+jUpKdGMewbAsDM8wSwDmG/Linimqbmwm9k2J+7nidmt4pRr7dVdmxJ3Ja4eNb4e1LIX0onPFYlwvgfLH/S97e/jaTMicyInV4x5xEoaB05PmonVZ6LX8EAt2vIEOfhD78cdIfUaDgkk8v4Yt9X3R2l7oEk15D7xQjw7Mt9EoxSgBHCCE6WbcL4px44okEAoGwn1deeaWzuyaEEEKIQ7y/pogMs56+qZ0zK2NEjoXlOyrw+jogoBAIBGffPDMJNrwDk2+GE++FoynZ3c48fi9vbH2T+VvnMyFjAsfnnNCx54tLpmT0xSQWfEvud88F/0bdTIohhXsn3suQ5CHcsfwO/vr9X7F5bJ3dLSGEEKJJtwviCCGEEKLrq2pw8cmGYk4YmIpC0TmzSsf3SqLW7mHlznaejVP4M7x6VnD2jTkLzn4KBpwKnfQ+I9lavY2/fPcAyw8sZ1b+LKbnnkgseteQMZSy4b8iY+NCei1/FIXXHYOzti+9Ws9vRv6Gy4dczse7P+asD89i0Z5F+Lvh7CIhhBDHnm6XE0cIIYQQXd/jX+5EqVAwc1Bap/Whd4qR3ilGXlixhxOPNpjktsP2RfDzy7D/O0jIDyYvzhnfZYI3Lp+L9RXrWbp/KdtrdpBtzOLXQ35NWgfkwGlOba8p+FVaMja8R3zZFvZPuRFrbtf5O7WEQqFgeu50hiUPY8H2Bfx+5e95fsPzXDr4Uk7pdQoWnaWzuyiEEKKHUgRiXnuzc9XV1ZGQkEBhYaGUMxaiA5hMpjZ/UZLxKUTHauv4bM3Y9Pj8vLWqmEe+KuDisZmcNKhzS8WvP2Dlya/3Mff4fK6enING1YJJyB4HioZSVLV7UVZsQVX0E+rC71F4HfhSBuPpfxq+7Amg6JwJzT6/D7vXRq27lkpnJcW2EgqsBey27sLj95JtzGJUymj6mvp02iwoAH19KTnb/kd87T5s5mwq8yZTlzYEuyUHV1wyAWX3eZa4x7qHr4q+YmPVRpQKJcOThjMyZST9LP3IMeaQZkjDrDWjbOO/iViMTSFE6x3Nfa0QHaXHBXEOHDhAbm5uZ3dDiGNWXV1dm28kZXwK0bHaOj5bOjbjBh5H6px7mn73VBd1ibwomuQcAFyluyh99bchbYNSlGyd27I8NjZ3gAPW2C6p0SRpUGpbHhgIBCDg7/y/eSMF0Dvga3afKhTM0qVQ30lBsdZQxatQm1oefNr9l904Co5c5r68vJzU1NbPmJLrphAd62jua4XoKD0uiOP3+ykuLj6qqKrVaiU3N1eeerSB/O3arrv87Y5mbLXH+Gwv3eXvfbTkfR5bjvQ+2zq2utLYbKme8N/8WH+Px/r7g4Pvsba2Foul9Uu02jI2e8LftaXkb3GQ/C0OOvRvkZ2d3W2ue6Ln6D7zWNuJUqkkJyenXY5lNpt7/IdcW8nfru2O5b9de47P9nIs/70PJe/z2NLe77Mrjs2W6gn/zY/193isvz+gzV8Sj2Zs9oS/a0vJ3+Ig+VscZDabJYAjuqSuP29VCCGEEEIIIYQQQkgQRwghhBBCCCGEEKI7kCBOG+h0Ov785z+j0+k6uyvdjvzt2k7+drHVU/7e8j6PLT3lfbZET/hbHOvv8Vh/f9A577En/F1bSv4WB8nf4iD5W4iursclNhZCCCGEEEIIIYTojmQmjhBCCCGEEEIIIUQ3IEEcIYQQQgghhBBCiG5AgjhCCCGEEEIIIYQQ3YAEcYQQQgghhBBCCCG6AQniCCGEEEIIIYQQQnQDEsQRQgghhBBCCCGE6AYkiCOEEEIIIYQQQgjRDUgQRwghhBBCCCGEEKIb6HFBnEAggNVqJRAIdHZXhBCHkfEpRNckY1OIrknGphBC9Dw9LohTX1+PxWKhvr6+s7sihDiMjE8huiYZm0J0TTI2hRCi5+lxQRwhhBBCCCGEEEKI7kiCOEIIIYQQQgghhBDdgARxhBBCCCGEEEIIIboBCeIIIYQQQgghhBBCdAMSxBFdWoO7gTpXHf6Av02vt7qs1LvbJ9mfx+eh1lWL3WNvl+MJcaywuqyU2cpwepxtPoY/4KfOVUeDu6EdeyaE6Kq8fi+1rlocHkfUfWweG3WuOnx+H/Wueqwuawx7KIQQQnRN6s48+cMPP8zChQvZtm0bBoOBKVOm8I9//IOBAwdGfc3y5cuZPn162PatW7cyaNCgjuyuiKFKRyUbKzfy+pbXsXvsnNLrFE7pdQpZ8Vkten2prZSvD3zNx7s+Rq1Uc9GgixibPpa0uLRW98Xr91LcUMzb299mVekqMowZXDn0Svom9MWsM7f6eEIcK8pt5RRYC3hty2tU2isZlTaKCwdeSHZ8Njq1rsXHKW4o5rOCz/hi3xcYNUZ+PfTXDEseRrIhuQN7L4ToDD6/j2JbMe/veJ/vi78nJS6FK4deSf/E/iToEgCodlSzpXoLC7Yt4Jz+51DjrOGj3R/h8/uY028O03KmkWHM6Nw3IoQQQnQSRSAQCHTWyU899VQuuugixo8fj9fr5b777mPjxo1s2bIFo9EY8TWNQZzt27djNh/8Ap2amopKpTriOa1WKxaLhbq6upDXi66jylHF//34fyzZtyRke1pcGq+d+hrZpuxmX19qK+W6Jdex17o3ZPu49HH88/h/khqX2qr+bKnawhWfXYHTFzrL4Paxt3PhwAsxaiL/WxWtJ+Oz+6h2VLNg+wKeXf9syHaD2sDLs15meOrwFh3nQP0BLv/sciodlSHbT+99Or+f8HuS9Ent1mfRdjI2RXvZWbOTyz+7HJvHFrL9uuHXcdWwq/D5fTy+5nHe3/k+Dx73IO8ISA1mAAD4n0lEQVTueJf1FetD9u1t6c0LJ78ggRxkbAohRE/UqcupFi9ezJVXXsnQoUMZOXIk8+bNY//+/axevfqIr01LSyMjI6PppyUBHNE97LPuCwvgAJTby3ll8yu4fe6or/UH/Hy659OwAA7AqrJVbKzc2Kq+1DhqeOC7B8ICOABPrHmCKkdVq44nxLGixlXDc+ufC9vu8Dp48McHKbWVHvEYLq+LFze8GBbAAVhUsIgD9Qfapa9CiK6hzlXH//34f2EBHIAXN75IhaMiOEtn5/vkm/Oxe+1hARyAgroCluxdQic+hxRCCCE6TZfKiVNXVwdAUtKRn7yOHj2azMxMZs6cybJly6Lu53K5sFqtIT+ia/to10dR2z7d8yk1zpqo7TXOGj7c9WHU9ne2v4PT2/K8HXXuOrZWb43Y5g/42VS5qcXHEuFkfHZf68rXESDyF6gtVVtalIuq1lXLZ3s/i9r+ye5P2tw/cXRkbIqOYHVbWVW2Kmr7zyU/s6ZsDQCTMiexdP/SqPsu3LWw2fuBY5WMTSGEEF0miBMIBLjjjjuYOnUqw4YNi7pfZmYmL7zwAu+//z4LFy5k4MCBzJw5kxUrVkTc/+GHH8ZisTT95ObmdtRbEO3ET/QkxtG+NB7a3lwS5MAv/2sv7XmsnkjGZ/fV3DhtqQCBZp+ky/jqPDI2RWc4dMwrUDT/+RBo3+t5d9GZY/OjdUV8tK4oZucTQggRWZcJ4tx8881s2LCBt956q9n9Bg4cyHXXXceYMWOYPHkyzzzzDGeccQaPPPJIxP3vuece6urqmn4KCws7ovuiHZ3d9+yobaf3Pr0p8WEkibrEZl9//oDzMagNLe6LWWtmYGLkRNsKFAxPaVneDxGZjM/ua0zaGBQoIrYNThqMSWs64jEsOgun9DolavuZfc5sc//E0ZGxKTqCWWtmdOroqO0TMiYwOi3Y/mPJj5yYe2LUfef0m0OiPrG9u9jlddbY9PsD3LZgHbctWIfP3/OCZ0II0ZV0iSDOLbfcwscff8yyZcvIyclp9esnTZrEzp07I7bpdDrMZnPIj+jaelt6Mz03vAJZsj6Zq4Zd1WzVG5VSxVn9ziLHFP7vaFTqKEakjmhVX5IMSTww5QG0Sm1Y202jbpKkq0dJxmf3laBN4Jph14Rt16l03Dvx3hYlHDWoDdww4oaI4+jk/JPJNcnsj84iY1N0BIvOwh8n/THiw5Qrh15JiiGFrPgsZveZTYG1gARdAkOTh4btm2fK49Tep6JUdInb2JjqrLF5oOZgKfh9VeE5jYQQQsROp1anCgQC3HLLLXzwwQcsX76c/v37t+k45513HtXV1SxdGn3tdCPJ4t89VNorWVO+hi/2fYEv4GNw0mDO6HNGi0uMl9hK+HLvl3y8J1hi/OKBFzMpa1LbSoz7vBxoOMCbW99kVdkq0uPSuWb4NQxIHIBFZ2n18UR0Mj67lzJbGTtrdzaVGB+ZOpJLB19Krim3VSXGi+qL+Gj3R3y1/6tgifEhv2ZU2ihSDCkd2HvRGjI2RXvx+r0UNxSzYPsCfij+gWR9MlcPv5pBSYOaZtZUOarYULmBt7e9zUWDLqKkoSRYYjzg4+y+Z3NS/klSmeoXsRqbK3dWcPnLPwHwylXjOXFg6++nhBBCtI9ODeLcdNNNzJ8/n48++oiBAw8uWbFYLBgMwac099xzD0VFRbz22msAPP744/Tq1YuhQ4fidrt54403+Pvf/87777/POeecc8Rzyo1oxwgEApTYSthRs4P91v0MTBpIL3Mv0o3pbTqew+Og0lnJqtJV2Dw2xqaPJcOY0eKp03WuOqwuK0W2IpQoyY7PxqKzEK+Nb1N/ANw+Nw3uBnQqHUatlBXvCDI+287pdVJhr2BN+Rrq3fWMTR9LujG91bPFKuwVHGg4wKbKTaTHpTM0ZSjpcemoleqor6lx1OD0ObHoLMRp4prG75qyNTS4G5r60tz49fl9WN1WVEoVZq38t+9qZGyKRpX2SgobCtlUuYm0uDSGJQ8Lfkaoon9GAJTaSql0VPJTyU8YNUaOyz4OtUJNvDY+6rW53lWPJ+DBrDHT4G2AQHA2j0IReSlnTxSrsfne6gPc9W6wUtg/zh3OhePzOuxcQgghmtf8FbeDPfvsswCceOKJIdvnzZvHlVdeCUBJSQn79+9vanO73dx1110UFRVhMBgYOnQon376Kaeffnqsui0OEwgE2FGzg2uWXEOdq65pe3Z8Ni/OerHVSyLsHjtf7v+S+7+9PyRJ8Ul5J3HfxPtIiWv+6Xy1o5qn1j3FuzvebdqmQMHtY2/n3P7nYta17SZHq9KSZJDlU6LrsXvtfF34NfesvAdfwNe0/fic43lg8gOkxqW26DglthJu/upmdtTsaNpmUBt49qRnGZk6MmogJ9FwMDhj99j5av9X3P/t/SF9mZE7g/sn3x91do1KqeqR+S2E6E5KbaXctuw2tlRtadqmV+l5ZuYzjE4bHTWQU9JQwj9//idf7v+yaZtSoeT343/PKb1OIZ7IQRyT7mBurQRVQvu8CdEm5fVO4nVq1EoFZVZXZ3dHCCF6tE5dTBwIBCL+NAZwAF555RWWL1/e9Pvdd9/Nrl27cDgcVFdXs3LlSgngdLJyezk3fXVTSAAHoKihiPtW3ketq7ZVxyuxlXDfN/eFVZn6cv+XLNm3pNlqFQBryteEBHAgWPHisdWPsc+6r1V9EaI7KLOV8fsVvw8JmgCsOLCCT/d82mzFtkYOj4PHVz8eEsABcHgd3PTlTZTby1vUl8bxe3hflhYu5bOCz444foUQXZPD6+DpdU+HBHAAnD4nN311E2X2sqivXVa4LCSAA+AP+Hn4p4ebfZ3oOqoa3FgMGkwGNdU2d2d3RwgherSelxFOtLsKR0XUL3hrK9ZS46xp1fE+2f1J1LZXNr9CpaMyanuds46XN70ctf3NrW/i9snNhzi2LNm7JGqp3Ve3vNrsmGlU5azi872fR2yze+3srImcPP5wiwoWRe/L5pb1RQjR9VQ7qvl0z6cR25w+J1urt0ZsK6ovYv62+VGP+8HOD9qlf6Jj1djdxOvUxOvU1NrlPkoIITqTBHHEUatz1zXb7vK1btptsa04alu1s7rZWQVuv5sqR1XU9nJHOV6/t1X9EaKrK2ooitp2pDHTyO1zh82eOVRLgy/FDc2P3+bOIYToujx+Dx6/J2p7tIc5voDviNdlebjS9dXagkEck05DlczEEUKITiVBHHHUso3ZUdsMagMmrSlqeyTH5xwftW1U6ijiNHFR201aE+Mzxkdtn5o1Fb1a36r+CNHVTcuZFrVtZMpIDKrwcr6HM2qMzVaDGpw8uEV9aXb8po0iTh19/Aohuq44TVyzFaGGpQyLuD1eE8+o1FFRXzc5czJalfZouyc6WI3Dg1GnwqhTU2uPHswTQgjR8SSII45akj6J03tHzkt07fBrSTW0LKlqo7HpY0mPC69qpVQo+e3Y3zYbFNKr9Vwz7Bq0yvAbQovOwim9TkGpkH/24tgyPGU4WcassO0KFNw57k4sessRj5EWl8YdY++I2DY2LfKYjGR02uiIX/SUCiW3j729zYnFhRCdKy0ujbvG3hWxbUTKCLLjIz/QSTIkMXf0XFQKVVhbqiGVKVlT2rWfomPUO7zE6dTEaVXUOyWII4QQnUm+zYqjZtaZuWvcXVw3/DqMmmDp7SR9EvdMuIfzBpzX6idsGcYM5p06j5l5M5sCLv0S+vHyrJfpl9DviK/PNeXy2mmvMTR5aNO2yZmTee3U18iKD/+iK0R3l2HM4OVTXubkvJObvij1sfThxVkvMiBxQIuOoVAoOCHnBP4x7R9NARudSseFAy/kH8f/g2RDcov7Mu+U8PH70qyX6Gc58vgVQnRdk7Mm88gJj5BpzARAq9Ry3oDzePTER5v9jMg35/PCrBeaPo+UCiXTsqfx4qwXyTNLqeruoN7lIU6rIk6rwuqUZelCCNGZFIEeVirEarVisVioq6vDbJYnwu3J4/NQ6ajE7XOjU+tIi0tr1ayXGkcNNa4a3H43Fq0Fs9ZMrasWb8CLSROcfVPtqsbn92HRWZo9fiAQoKihiDpXHUqFkgRdAmqlmmpnNSqlCovWgtvnptpZjUalwaK1kBmf2S5/h5aodFRS66zF7rVj0ppIMaS0etnZsUjGZyi7x06Vswqbx4ZRbSTZkNzsckKbx0atMzhm4jXxzX6p8ng9FNuLqXfVo1aqseiCY8Dlc1FiK6HB3YBepSdJn0SSIYlqRzU1rhoaPA3Ea+JJ1CWSZEiKevxyezk1zho8fg8WnYUsYxYqZfiTeNE9yNgUjdw+NyUNJdR76jFrzfgDfpw+J3qVHo1Sg8PrQKfS4fa58QSC4z/VkIpaqaakoQSbx4ZKqcKgMtDgbUClUJGkS8Kit2B1W6lx1uDwOojXxJNqSEWn1lFhr6DWVUuAAAnaBFLjUlEoFEf9Xjw+DxWOCqxuKzqVjkR9Igm6hKP/I8VQrMbmkD8t5pzROahVCub/uJ8dD53WYecSQgjRPHVnd0AcOzQqTZsDIXtq9/CHlX9oqm5h0pi4feztzOo1C6PGyPbq7dyz8h4KrAUAJOuTuX/S/UzKnIRRaww5lt1rZ1XpKh747gEqHBUA5JnyuHPcnby6+VXWlK+hj6UPd467k6fXPs2W6i0MSBzAg8c9yMDEgSiVHTtBbb91Pw//+DDfFn9LgABapZbzB57PFUOuiGkgSXRtFfYKnlz7JJ/s/gRvwItKoeKUXqdwx7g7oi5tMmqMTbPhmlNpr+TrA1/z7zX/ps4VTEzeP6E/D019iHXl63hs9WM4fU4ApmRO4Y+T/shT657i872f4wv4mvpyy+hbyDHlhBw7EAiws3Yn96y8p6lcuUVn4ffjf8+JuSdKsFKIbqzaWc37O97nv5v+y58n/5mvD3zN4oLFeANelAolFw64kLP7nc2939zbdD03a83cPvZ2Ts4/mcz4TKqd1Xyw8wOe3/A8Dq8DCOaru2fiPfz9p7+zsmglEJzlc+ngS5nTbw43L72ZwvpCILis64HJDzAufRwGzZHzfUVT46zh490f88y6Z7B77QCMTB3JQ1MfIt+cfzR/pmOOzx/A7vYRp1WhVilw+/w4PT70GgnMCyFEZ5DlVKLTlTSUcNXnV4WUJ6331PPXH/7KqtJVVDgquOrzq5oCOBAsh/zb5b9ld93usOPtq9vHzV/d3BTAAdhfv5+7V9zN9SOuR6lQsqduD7/7+nfcMvoWAHbU7ODaJddS2FDYge80WLnndyt+xzfF3zSVYXb73by59U3e2PoGdo+9Q88vuocGdwOPrnqUD3d9iDcQnLbuC/hYVLCIh354CKvLelTH31K9hQe+f6ApgAOws3Yn1y65lsz4zKYADkD/pP48uvpRFhUsaqos1diXR35+hDJbWcixi23FXLX4qqYADkCdq457v7mXTZWbjqrfQojO4/P7+KzgM55c+ySz+87mq/1f8cmeT5o+o/wBP5OyJvGbL38Tcj23uq385fu/sKZ8Df6AnyV7l/D4msebAjgAU3OmctfXdzUFcCB4bZy3eR7v7HiHwUkHE6uX28u5eenN7Kvf1+b3EggEWF64nEdWPdIUwAFYX7Geaz6/hlJbaZuPfSxqcAX/Gxu0qqbAjc0lS6qEEKKzSBBHdLr1FeupdlZHbHt8zePss+4Ludk71FNrn6LeVd/0u81j49n1zzYFSA7l8rlYcWBFUxJFu9fOmvI1TVUzrG4r3xd/f5TvpnmVjkq2VG2J2PbO9neilmgVPUu1s5pFBYsiti0rXBZ1vLREqa2Up9c+HbHN6rayo2YHg5IGNW0bnz6epfuXRtx/aeFSrO7QgNL3Rd+HbWv0+OrHqXHWtLHnQojOVOGo4Pn1zwMwJWsKS/YtCWnvZe5FUUMRNa7IY/zfq/9NcUMxz61/LmS7Vqklw5gREvg51MKdCzml1ykh2/wBPy9ueLHNDz7KHeU8te6piG1l9jJ21exq03GPVY0BG71GhaEpiOPrzC4JIUSPJkEc0enWl6+P2rbXupfm0jZtr9mOw3cwwGP32NlWvS3q/jtqdpATf3D5x87anSHLQTZWbGxpt9tknzX6k0Onz0mDp6FDzy+6B6vbGjEQ2ejQGTSt5fF72Fm7M2r7rtpdIWPE5XNF7UuAQFhfVpWtinrsHbU7cPlcreyxEKIrcHqdTQEat8+NP+APac8x5bCzJvpnS0FdAV6/lypnVcj2RH0iJQ0lUV8X7SHOluotIbNoWsPtdTf70GRz9eY2HfdY1RjEMWhUGLTBIE69SypUCSFEZ5Egjuh0fRP6Rm07UnnyrPiskHLiOrUuaplTgOz47JAbyCxjVsjvvSy9WtDjtmus6BGJSqFqNmmt6DmO9O/g8DxQraFUKJsdI4ePiSNVl4vXxof83lw1rOz4bNRKScUmRHekVWkxqA1N//9wlY7KZj9b0uPSg9c5dejnm9VtJcWQEvV1aoU64udGTnwOepW+pd0PoVFpMGujJwHuZe7VpuMeqxqaZuIoD1lOJTNxhBCis0gQR3S6SVmT0Kl0EduuG3EdufG5UatQ/Wbkb0jQJzT9btaauXHkjRH3VaDg5PyT+brwayAYNJmWPY2fSn4CQKPUMCNvxlG8kyNLN6aTZYxc5vzk/JNJ1rWsjLM4tiXpkxiXPi5i29DkoSTpo1eFOpLs+GyuGnZVxDa1Us3Y9LGsK1/XtG1HzQ5Gpo6MuP/I1JFhiYpn5s+MGqi5ccSNzX5ZE0J0XamGVC4aeBEAmyo3MT5jfEj7tuptDEkeEvV6fv2I68mIy+DSwZeGbHd4Hbh8rqgPOU7KP4kVB1aEbb9hxA1hQeSWSjGk8Oshv47YFq+JZ3jK8DYd91jVGLAxhCynkpw4QgjRWSSIIzpdhjGDF2e9iEVnadqmQMFFAy9iVv4sUuJSeGL6EyFP79QKNbeMvoURqSPCjjcoaRC/G/e7kC+SBrWB+ybdx6cFn+L2uzFqjPxlyl9YsH0BvoAPs9bMUzOeihpgaS+5plyemvlUWEWfiRkTuW3MbVj0liivFD1Jgi6Bh6Y+xNDkoSHbByQO4NETHj2qIA4EK05dNviykOCoSWPiqRlPsb5ifcjyqUV7FvG34/4WkicHguPsweMeDHvynmnM5LmTnsOkORjcUSqUXDX0KqZkTzmqfgshOo9GpeHyIZczK38Wb259k6uHXh32GfVZwWc8NeOpsOv5xYMu5qS8k9CoNVw86GJO6x1annrBtgX8Z8Z/QpZyQjD3znUjrmPJ3oP5d9RKNb8f//tmZ/0diVqp5twB5zK7z+yQ7cn6ZF6a9RIZxow2H/tYZHMfzImj1yhDtgkhhIg9RaC5hCPHIKvVisVioa6uDrM5+lRaEVs+v48KRwWltlIaPA3kmnJJ1ic3PWXz+DzUuGqoc9XhD/gxa83Ea+Jx+BwEAgESdAno1Aef/jm8DqocVRyoP4BKqSLTmIlSoWRv3V50ah1phjT8+NlTuwejxki6MZ2MuIyQY3SkA/UHqHRUUuWoIjs+m0R9IunGyGWjexIZn6GqHFVUOiopt5eTGpdKqiGVZEP02Vo+v49qZzX+gB+T1tTssqwaZw3Vzmr2W/djUBvIis8iPS4dp89JlaOKYlsxFq2FNGMa6XHpHKg/QI2zhjJ7GRnGDBJ0CWHByEZev5cKewUlthIcXgd55jyS9EktKn/eUjXOGtw+N1qVlkR9YrsdV0QmY1M0qnPVUeWsosxWRlpcGm6fm0pHJUn6JAxqAw3uBkw6EzXOGhxeBzmmnKbrucPrwOqyBivdBWCPdQ9mrZlkfTJ6lR6nz0mtq5ZqZzWZ8Zmk6FOI08RR6aikqKEIn9/XdLzWlhdvvI849J7B6rJS5ayiqKEIk9ZEelw66XHpKBSKDvrrtb9YjM0P1h7g9rfX8+pVE1ArFVz68o/887wRXDAut0POJ4QQonmSnEB0CSqligxjRtSnX1XOKt7Z/g4Ldy7E7XMzPW86Fw68kEd+foTddbs5pdcpXDXsKnJNwRsKg9pAjikn7EtmVnzoTJt8c37HvKFmVDurWV+xnnmb5uHyuUjRp3DrmFuJ18QfVa4TcexJNiSTbEhmYNLAI+5bbivn4z0f89a2t7B5bByXdRw3jbqJfHN+2PImr99LrauW59Y/x/bq7QCc2edMzu5/Nulx6Vh0Fvok9Al5TeN4Gs6RlxmolWoy4zPJjI+eA6qtal21rC9fz1PrnmKfdR+9zb25ZcwtDE8ZHvL0XwjRMSw6S/AzwtKn2f16W3o3/X+f38feur28sOEFlhUuQ6/Wc/6A85nTbw5F9UXcteIudtfuJteUy82jbmZM2piQmalZ8Vlh1+/WKGkoYcH2BXy460O8fi8n55/MNcOvIdeUi1lnDumrCGd3+1AAGpUChUKBTq3ELsuphBCi08hMHNHlldnKuO6L6yioKwjZbtKY+NcJ/+KWpbfg8XtI0icx//T5ZJuiJ1bsbPXuep5e9zRvbn0zrO2J6U8wPXd6t3oC2N5kfLZNhb2C25fdzvrK0EpvepWet858i34J/UK276ndw0WfXhRW9WVI8hD+M+M/pMWldXif28LldbFg+wIeWfVIWNt9E+/j3P7nolFpOqFnxz4Zm+Jo7LXu5aJPLsLmsYVsH5AwgKuGXcU939wTsv3W0bdy2ZDLmhIpH41SWylXfX4VB+oPhGxP0CXw1hlvRZ1R2F3EYmy+tHIPjy7ZwX+vDOZBuuH1VdxwQl/mTu93hFcKIYToCJITR3R5a8rXhAVwAOo99SwqWMTJ+ScDwRku7+18D6+v6z4dqnJUMX/r/IhtD/34ULMlT4WIZnft7rAADgTL1j+55kka3AdL19s8Np5a+1TEsr1bqrawo2ZHh/b1aFQ6KnlyzZMR2x5b/RgVjooY90gIcSQOr4MXN7wYFsAB2FG7A7vXHpYL55n1z1DtqG6X839X/F1YAAeCs/re3v42Hp+Uyj4Sm8vXlAsHgrlx7JITRwghOo0EcUSX5va5+WTPJ1Hbvyv+jlFpo5p+/3Lfl9S562LQs7bZXbs7JGnsocrt5Vjd1hj3SBwLDk36ebiVB1bS4DkYxGlwN7CyaGXU/RftWdSufWtPVc4q3H53xDaH10G1s32+9Akh2o/VZWV54fKo7d8Xf8/w1NBlml6/l1J76VGf2+6xN/uZ9uW+L6lzdd17hq7C7vE2lRaHYBBHSowLIUTnkSCO6NKUCiXxmuglRA1qA26fO+T3aOXIu4IjTQ2PVppZiOY0V2bXoDag4OASPYVCgV6tj7r/4SXDuxKNsvmlUkdqF0LEnlKhbPbad/h1vJFWpT3qc6sUqiOeuyvfM3QVDrcPrfrg30mnVuJwSxBHCCE6i1y5RJemVqq5cOCFUdtP7306X+3/qun3Swdf2qUr1eRb8tGrIn+BHpo8lARdQmw7JI4JZ/Q5I2rbuQPODSlJnqRL4rwB50Xd/+x+Z7dr39pTkj6JZH3k6lwZxowuPfaF6KmS9ElcMPCCqO0n5p7IjyU/hmxL0CWQakg96nPr1DouHXxp1PZLB19KkiEparsIcrh96A4J4mjVSuweCeIIIURnkSCO6PJ6W3pz/oDzw7YPSxnGgMQBrC1fC8DEjIlMyZoS6+61SqohlX+d8C9UClXIdrPWzIPHPShfQkWbZBozuWHEDWHb+1j6cOngS0OS/apVai4aeBH9E/qH7X/NsGvIju+6icFT41J57MTH0CpDn9DrVXoePeHRLpuQWYieTKVUcXa/sxmSPCSs7eKBF7PXujdkyadGqeGxEx5rlyAOwICkAZzZ58yw7ePSxzEtZ1q7nONY5/D40KkP3rfITBwhhOhcUp1KdAs1zhoK6wt5f8f7OHwOzuxzJlnxWby59U0cHge/6v8r+lr6khKXEvK6QCAQUu3pSL8fzh/wt+tUa3/Aj8fnocRWwid7PmFP3R4mZk5kavZUsoxZPboyFcj4PBp1rjqKGopYuHMhNc4azuhzBsNShkUNbJTZyihqKMLqsqJUKknTp5Fpymwq093af/vtPVai8fq8FNuKWbJvCVuqtjAiZQQz82eSacyU5YgdSMamaItDr7HltnK21Wzjf7v/R7wmnnMGnEO2MRtfwMfnez9nTfkaBiUN4tRep5JhzGiX5VSNqhxV7K/fz8IdC3H73czpN4f+if1JMaQc+cVdXCzG5jWv/Eytw8NdswYC8ORXO1EoYP51kzrkfEIIIZond7yi21AqlAxKHoTP70Ov0mPRWvjTpD8BhAU/KuwV7KrdxUe7PkKj0jCn3xzi1HG8svkVkvRJnD/gfPbU7WFxwWIS9Amc0/8csuOzm77AlthKWFW6iuWFy8k0ZnJ2v7PJjM9sNj9PNG6fmxJbCYsLFrO9Zjtj0sZwYu6J3DTqpqb3JUR7UKBgQOIAXF4XBrWB5mL0Lp+Lcns5X+77EqPWyJx+c3B6nNg9dn4o/YGVB1aSZ8pjdt/ZZBozidPEhR3D7rFTaivl490fs79+P9OypzEpcxKZ8Zkd9h7VKjV55jyuHX5tzAJHQoiWs7qsFDcUs3DnQqqcVZyUfxIphpTgeEXJiNQRaJQaXF4X3xR/w86anZzd92xm95mN3WvnvZ3vUVBXwOTMyUzJntLmBxz17vqmflQ6Kjm9z+ncMe4OEnQJPf6BSWvZD8uJo1UrqXNIVS8hhOgsMhNHdHk1zhr+s/Y/vLvj3ZDtI1NG8tj0x8JmGlTYK7h7xd2sKlsVsv2U/FMYkTqCXpZePLb6MXbX7g5pv2HEDVw+5HKsbitXLb6KMntZSPsDkx/gtN6nRfwyG43X72VV2Sp+8+Vv8PoPluM0aozMO2Ueg5MHt/hYPYGMz7axuqy8vuV1ntvwXMj2vpa+PHfyc2QYM0K2F9YXctvS29hZu7Npm0Vn4ekZT3PbstuoclY1bVeg4O/T/s6MvBkhCZFdXhdf7f+KP6z8Q0jFtWR9Mq+e+ir5lvz2fpuiE8nYFC1hdVlZsH0B/1n7n5Dtvcy9uH/S/dzw5Q0h18Jz+p9DWlwaz61/jvsn3c/PpT+zeO/ipnaLzsKrp75K34S+repHg7uB93a8x6OrHw3ZnmvK5aVZL5EVn9WGd9c1xWJsznn6WxIMGm44IfjfYd63BeytsrHk9hM65HxCCCGaJ48wRZdXUFcQFsABWF+5nsUFi8NmGywvXB4WwAH4fN/nDEgcwIoDK8ICOADPb3ie4oZinlzzZFgAB+CvP/yVSkdlq/pe4ajgzuV3hty0Atg8Nu5ecTeV9tYdT4hISmwlYQEcgN11u3lz65t4fAefmDrcDhZsWxASwAE4t/+5PLn2yZAADkCAAPd9c1/Yv/0KRwX3fXNfSAAHgmXAH/zxQerd9Uf7toQQ3UyZvSwsgAOw17qXTws+ZWbuzJDtC3cupH9Cf4waIw/9+BBn9T0rpL3OVcf9395PjbOmVf0ot5eHBXAgGMB+YcMLOL3OVh2vp7O7vegOKzHu9Pg7sUdCCNGzSRBHdGlev5e3t78dtX3B9gUhXzqrHdXM3zY/6v4un4tFexZFbf9kzydRv3z6A35+Lv25Bb0+qNxWjtVtjdi217qXWldtq44nRCSf7vk0atv7O96n2lnd9Hu5s5yPd38ctt+I1BH8VPpTxGN4A142V20O2ba5ajPegDfi/j+U/NDqL11CiO7v872fR237rOAzpudND9u+vHA5kzIn4Q/42VGzg97m3iHtGys3tvpauaxwWdS2/+3+HzUu+XxqDafHj1Z1cAmaVq3EKdWphBCi00gQR3Rp/oA/pGrF4RxeB/6AP2T/5p6wKRQKHD5H1PYGd0OzyVFtHtsRehzK5XM12374DB0h2qLB3fwYCZktEyDiGPH5m78hP/zfvsMTfRwB+AJygy9ET2NzR79GOr3OiNdXh9fRlMTY4XWEVNNrdKTPp8M1d9/g9rubzRcmwjk9PrSHV6eSII4QQnQaCeKILk2r0kYsDdpoRu4MLFpL0+8WnYWZeTOj7h8IBJiSGb0M+axes5oNAk3ImHCEHofKjM9ErYgcFDJrzU2JlIU4GrN6zYraNi1nWkhC7nhtPFOywsdAlbOKfHP0PDYjUkeE/D4sdVjUffPN+Zi0pua6LIQ4Bs3InxG1bVLWJDZWbgzbPjlrMhsrgtuHJg9ln3VfSHt6XDpmXetyvRyfc3zUtvEZ4zFqjK06Xk8XLDEemthYSowLIUTnkSCO6PLGpI2ht6V32HaTxsQVQ69Ap9Y1bdOoNFw06CISdAlh++eacvEH/Fw8+GL0Kn1Y+4iUEQxIHMDc0XNRKVRh7SflnUS6Mb1VfU/WJ3PdiOsitv1+/O+jln8WojX6JvRlZMrIsO16lZ7bxtxGvPZgECfZkMzcUXMxqA0h+y7YtoBbRt+CgvCqLWf1PSusFG+KISUsfwUEEyH/ceIfj4nSvUKI1ult6c3YtLFh27VKLVcMuYIPd30Ysr1/Qn/i1HEcaDjA9Nzp7KzdGTaD9b6J95FqSG1VP/JMeREfumiUGu4ed7c8QGml4Eycg18ZdGolXn8Aj0/y4gghRGeQ6lSiWyi1lfLu9nd5f+f7uHwuZubN5LoR15Fryg0rMRwIBDhQf4CXN73Mkr1LUCvVzOk3hxl5M7j3m3vJN+Vz48gbeW3La3xT9A3x2nguGngRZ/U9i3RjOk6vk4K6Ap5Y8wRryteQpE/iyqFXNpVJba0aZw2rSlfxzPpnKGoool9CP24bcxtDkofIbIXDyPhsu3J7MNfNW9veosHdwLTsadw06ibyzHlhSxgcHgeFDYU8t/451pWtQ6PScGbfMzmn3znUuGp4fPXjbKjcQIohhWuGXcOJuSeSbEgOO2elo5IVhSt4edPLVDgqGJEygtvG3kY/Sz8MGkPY/qL7krEpWqrcXs4nez5h/tb51LvrmZg5kcsGX4ZepeeNrW+womgFepWe2X1nMz5jPP9Z8x/OG3Aex+ccz5qyNTy/4XlK7aUMThrMb8f+lgEJAzBqWz9zpsJewWcFn/H61tepc9UxOXMyt4y+hTxzXtPyrWNBR49Nnz9A33sXcf3xfZg+MPjg6fvdVTy5dCcbH5iFSR++/E0IIUTH6tQgzsMPP8zChQvZtm0bBoOBKVOm8I9//IOBAwc2+7qvv/6aO+64g82bN5OVlcXdd9/NjTfe2KJzyo1o21U7qql0VlJuLyfFkIJZa8bmsVFqKyU9Lp1kQ3LEL3rtxev3Uu2oJkAAvUpPrauWAw0H8AV85JnySNQnhjxdc3ld1LpqUSgUJOoS8Qa8WF1WFAoFSfok3D439e56FAoFyfpkVMrQ2Tf1rnrsXjsqhYpkQzIKRfgMhdaoclTh8XswqAy4/W4qHBVUO6vJMGaQok8hQZ8ABINQZfYyyuxl1LvryYnPIUmf1Orp5N1RTx2fda46qp3VFDUUYdFaSItLa/WsL5fXRbWzGqvbij/gx6gxEq+JJ8mQFHF/m8dGhb2C/fX7MagMZJuySYtLQ61UU++ux+6xo1KqmgKXVY4qKh3B8Z8Wl0aKIaVpvFc6KvH5fRjUhpj8O61yVFHhqKDCXhGTzx7Rc8dmT+byuah0VFJUX4Q/4CfDmIHVbcXtc5NiSMHqsmLUGnH73FQ5q0gxpDT9+AN+qhxV+AI+jGojDp+DQCBAnDoOu9eOQqHAoDJg99pRKpSkGFKarrGVjkq8fi8GtaHFM2aqndVU2ispd5STrE8mxZBCalxqUz8CgQAuv4tSWyk+v48cUw7JhuSwGYndUUePTZvLy9A/f84tM/oxpW/werBmXw3/WrKdn+6bSZopfGazEEKIjhU9g2sMfP3118ydO5fx48fj9Xq57777mDVrFlu2bMFojPzUpaCggNNPP53rrruON954g2+//ZabbrqJ1NRUzj333Bi/g56jpKGE3634Hesr1jdt65/Qn7vG38Ufv/0j1c5qhiYP5bETHyMrPqtD+qBWqkkzplHjqGH5geU8+MODOH3B/DUapYZbR9/KGX3OIDUuOO1ap9aRrj74RViDJuSGTa1UE6eJi3o+k86ESdd+M2Uav2QW1BUw96u5FNYXNrVNyZrCX6f8ldS4VLZVb2PuV3NDSjqf2edM7hx3pyxROQZV2Cv4+09/Z8m+JU3b0uPSeWbmM/RP7N+i4KHD42BdxTru+vqupmpoSoWSCwdeyFVDryIzPjNk/2pHNa9ueZVXNr/SlBjcrDXz6ImPMiZtDCatKWSWWFF9EXcsv4Mt1Vuatg1JGsJjJz5Gtik7pv8ui+qLuG3ZbWyv2d60raM/e4ToaRo8DSzbv4y/fv/XkOvsTaNuosJewVf7v+KZmc/wx2//yKbKTU2v65/QnydnPEmOKafpWgxg4uDnyaHX1UjX2NZ+npTaSrl7xd2sLV/btK1vQl/+M+M/5JpyMWqMfFP0DX/89o84vMGE7GqlmjvG3sHZfc/uEQ9IjkZjAmOtKjQnDoBLyowLIUSn6NScOIsXL+bKK69k6NChjBw5knnz5rF//35Wr14d9TXPPfcceXl5PP744wwePJhrr72Wq6++mkceeSSGPe9Z6lx1PPD9AyEBHICdtTt5bNVjXDPsGiBYcvi+b+7r8LLZRbYi7v/2/qYbSwCP38Ojqx9lV+2uDj330Sqzl3HjFzeGBHAAviv+jifWPEFxQzHXfn5tSAAHgqXP393+rlSzOsa4fW5e3fJqSAAHgv9Orl1yLaW20hYdp8Rewtyv5oaUs/cH/Ly17S1WFq0M2/+74u/476b/hlR2s7qt/ObL31BiKwnZt8ZZwx9W/iEkgAOwpXoLf1j5h5iWEq92VnPn13eGBHAgdp89QvQU+637ufebe8Ous0+seYKx6WO5YOAF/P3nv4cEcCB4X3DH8juodlTHpJ/17nr+9v3fQgI4ALtrd3Pb0tuotFdyoOEAd319V1MAB4Ize//58z/ZWr01Jv3szhoTGGvV4UEcqVAlhBCdo0slNq6rqwMgKSny9H+A77//nlmzQiuxnHLKKaxatQqPxxO2v8vlwmq1hvyI1qlx1vBd8XcR27bXbA+paLOqbFWHfqmze+zM3zo/tGTyIf676b8xu3lsi9KGUoptxRHb1pavZXPVZuo99RHbX9/yOhWOio7sXsz19PFZ6ajkne3vRGyrcdWwu3Z3i46zbP8yPP7wzz+AeZvmcaD+QMg5n9/wfMR9vX4vX+37KrQfzhrWVayLuP+6inUxDeLUOGvYXLU5YltHf/b0ND19bPZkLq+L1za/FrX9w10fMjZ9LD+X/hyxfWv1VqqdsbkOVzuqWVG0ImLbztqdVDmrWLBtQdR7hufXPx8S/O4OYj02Xd7wIE5jpSqpUCWEEJ2jywRxAoEAd9xxB1OnTmXYsOila0tLS0lPD80VkZ6ejtfrpbKyMmz/hx9+GIvF0vSTm5vb7n0/1tk8tmbbGzwNIYlTj7T/0XB4HWGzWA5V1FAU8rStqymzl0VtS9AnhJVWPVS9px6PL/IX9e6qp49Pl8/V7L/Xwobo/9YPtaduT9S2Ylsxh6Y+8/l9FDUURd3/8FkuDZ6GZs99pPb2dKRzdeRnT0/T08dmT+byudhXH/1aVNRQdMRrUawCIzZv82O+2llNUX30z7uihiJcXlfU9q4o1mPT+cuSqZDlVCqZiSOEEJ2pywRxbr75ZjZs2MBbb711xH0PzxHR+AUlUu6Ie+65h7q6uqafwsKWfSkSB5m15ogltw9tb1zmo0DRoRWX4tXxDE4eHLV9YOLAkHLKXU2uKfrNVrWjmsFJ0d9bqiEVnUoXtb076unj80iJO/sn9G/RcUakjIja1i+hX0iQVavSNnvccenjQn636CwRy45DcLxbtLEr1dvcuTr6s6en6eljsyczqA0MS47+MK1/Qn80Sk1YZchDJeoTO6JrYUxaE2pF9PSOaXFpzd4zDEoahFHT+spXnSnWY9PpkeVUQgjR1XSJIM4tt9zCxx9/zLJly8jJyWl234yMDEpLQ/NElJeXo1arSU4Or06i0+kwm80hP6J1kg3JzO47O2Lb5KzJbKjc0PT7ab1PI1nfcVVidBodFwy4AK0yvDyoUqHkmuHXtLiaRWdIi0tjaPLQiG2n9T6Nfgn9yDRmRmyfO2ouaXFpHdm9mOvp4zPVkMoNI26I2JZnyiPPnNei40zMnBj13/3cUXNDEhsn6hO5feztEfc1a81MyZ4Ssi1Jl8Ss/FkR9z85/2QSDbH5sgaQpE9iRu6MiG0d/dnT0/T0sdmTaVQaLh58cUjwt5FKoeLsfmeztHBp1M+F43OOJ0kffVl8e0rWJzOn35yIbZMzJ5OsT+ZX/X4V8QGIAgU3jryx2QIHXVGsx2bjTBxdyHKq4IM9lwRxhBCiU3RqECcQCHDzzTezcOFCli5dSu/evY/4msmTJ/PFF1+EbFuyZAnjxo1Do9F0VFd7tDhNHLeOvpXz+p/X9MRLqVBycv7JXDzwYl7Z9AoqhYo5/eZw17i7OnwmTHZ8Ns+e9Cw5poMBv/S4dB6f/nizM126gmRDMv8+8d9My57WNLtBq9Ry5dAruXzI5WTGZ/LSrJcYlTqq6TVx6jjuHHcnM/JmHHWZc9G1qJQqzuhzBjePujmkctr4jPE8f/LzLQ7a5ZnyePHkFxmQOKBpm1lr5v5J9zM8ZXjY/kNThvLw1IdDAj/9E/rzyqmvkGUMrfBk0pm4e8LdnNX3rKYZeSqFitl9ZvP7Cb/HrI3dl3uzzsx9k+7jjN5nhPQlVp89QvQUOfE5vDTrJbLjs5u2pcel8+BxD/Lujnf5qeQnbhhxA7P7zA65Lzit12n8afKfYvYwJU4Tx02jbuKCgRc0BZ0a70/+dtzfSNAnkB2fzf+zd9/xUVVpA8d/00t6L0BC71WQqlRRsWLvBcuKrrqr67qvu65rd11dF8va1oq9IypWigURpFfpJYQkpE8ymT7z/nFImcxMSEIKJM93P/msc9uchDn3zn3uOc/z8skvB30/SLGk8My0Z8iOy450aHFI9WgbQ5jqVFWSE0cIIdqFJlA3WUIbu+mmm3j77bf59NNP6devX83yuLg4LBZ1Q3PXXXeRm5vL3Lkqyd7u3bsZPHgwN9xwA9dffz3Lli1j9uzZvPPOO40qMW6z2YiLi6O8vFyeLDZRlaeKYmcxle5KogxRxBpjqXBXUOmpJNoYTbwxnhJXCW6fG5PORJfoLui0kadhHY7dbafUVYov4CPGEINRZ6TMVYY/4CfOFEelu5IyVxkBAsSZ4ugS1QWttn3ikj6/j0JHIU6vE5PORIolBb0u8hBvm9tGqbOUKk8VMcYYki3JmPXmmvVlrjJKnaW4fC5ijbGkWFIw6Dp+kLKz9k+Pz0OePQ+n14lBZyDBlEC8OT7i9jaXjWJnMR6fB5PeRNeoruh0OvIr87F77Xj9Xix6C+lR6Rh1oaPWoPYzW+Yqw6BV75loifz03O6xU+IoUf3dEE2iJbHdpiHYPXaKHcXYPXaijdEkm5OxGCyH31E0W2ftm51dYVUhpa5S9Bo9Bq0Bl8+FTqPDoDXg9KnrnS/gw+F1YDVYMeqMuL1uzHozqdbUFnvwYHPZKHeXEwgEiDXGhpwfHV4HRY6imu8niebEkKBuUVURZa4yfAEf8ab4Fm1fe2rtvvnZugPc8s4aXr5qFFaj+l4TCAS49KXlPHzOEC4d07gRo0IIIVpO5LvMNvDcc88BMHny5KDlr776KldffTUAeXl57Nu3r2Zdjx49WLBgAbfddhv//e9/yczM5KmnnmpUAEccGavBGjLsuPqL1IHKA7y4/kXe3/Y+Vd4qEs2JzBo8i1O7n0p6VHqT32t/xX4eX/k4i3MW4w/46R3fm1tG3MKnOz5lUc4iBiQO4O6xd9M/sX/Em9S2UuIsYcGuBbyw/gXKXGVEGaK4fMDlXNz/YpItyWH3iTXGNjiCId4UT7wpvpVaLI4mNpeNZQeW8fiqx8m352PUGjm799ncMPQG0qLSQrbfX7GfVza+wvyd83H5XKRZ07hx2I2MTh/Nf1b9h0U5i/AFfPSM68nfxvyNIclDwgY4dFod6VHpje6fUYaooyZ3xNHUFiE6shRrCrHGWDYVb+Kh5Q+xrXQbWo2WCZkTuGzAZTyy/BFGpI3ghqE38MHWD3j7t7dx+pykWFL4w3F/YFLXSQ0GpA8nEAiwu3w3Dy9/mOX5ywEYkjyEu8feTd/4vjUPSyx6y2FH4iZbk0m2hr8mi8jC5cTRaDSY9NqadUIIIdpWu47EaQ/yNLHlFVYV8s8V/+Sbvd+ErJs9bDazBs1q0pzzfHs+ly+4PKSSk1ajZc7kOdy77F5KnCXotXreP+N9+iQ0Lvlra3B5Xby04SWeX/98yLqZvWZy5+g7JdlqE3S2/hkIBPhqz1fc+cOdIeuGpQzjySlPkmSpzfOSW5nL3T/dzcqClSHb/3nUn1mUs4hVBatqlmnQ8MZpbzAsZVjr/AKi0+hsfVPU2ly8mUu/uBRfIPiGPdWayl2j7+K2JbcxKGkQZ/c+m4eXPxy0zT1j7+HcPuc2e1RubkUuF35+YUi1K5POxAdnfkCPuMNPw+/oWrtvvvHLXv7x6Ubeum5s0PIb3ljJ7Mm9uGly7xZ/TyGEEA07KhIbi2NbmassbAAH4PVNr3Ow6mCTjre6YHXYUtz+gJ83t7xZk8TQ6/fy/Lrn27WscJGziFc3vRp23ac7P6XEWdLGLRLHkkJHIf9e+e+w69YVruOA/UDQshJHSdgADsArG1/h3D7nBi0LEOCJlU9Q7ixvmQYLITqVClcFT61+KiSAA3Cw6iC5lbn0ju/NpuJNJJmTsOqDH9g8teYpCh2FzXpvn9/HF7u+CFuu3OVz8fqm14+58uDHIpfHV5PIuC6jXotTcuIIIUS7kCCOOGL7K/ZHXOfwOsJ+AWvI9/u/j7huXeG6oPLIqwpWtWsQp9xVjssX/ktkgAAH7U0LYInOxe6xhw1YVttUtCno9eaSzRG3LXYWY9aZQ5avLVyLw+dofiOFEJ2W3Wtn9cHVEdevK1xH73g1EmN72fagggOgHvJUuiub9d4Or4OlB5ZGXL8ifwUVnopmHVs0ntPjC5pKVc2o1+L0+tuhRUIIISSII47Y4apQhLuxbEj96jh1JZoTg760JZoTaypjtIfD/W5RRsnbISIz6oxhy/hWS7GkNPi6Lq1GG3bKQqI5Ea1GTvVCiKbTaXQkmZMirk80J1Lhrqj57/oPbTRowpb3bgyD1kCKNfI5L9GciEHb8RP+tzeX1x8+iKPT4pCROEII0S7km704YsmW5IilkIelDCPO3LRSo2f0OiPiupm9Z/LFri9qXl8z+JoGK+q0tgRzAoOSBoVdlxGVETGxsRCgbkJO63Fa2HUWvYX+Sf2DlvWM60m0IXwZ7UldJ/HLgV9Cll858Er5HAohmiXZkszVg66OuP7ELieyPH85Zp2ZNGsa+fb8oPWTuk4iwZzQrPc26U1cMeCKiOuvHXxtm5Uy78ycHh9GXYSROJLYWAgh2oUEccQR6xrdlSenPBnyZapLdBfun3A/adbQCjsNyYjK4MEJD4aMHjixy4l0i+nGusJ1AJzZ80zGZY47ssYfoQRzAo9OfJSMqIyg5fGmeJ6Z9kzE4JYQoAI1t4y4hQGJA4KWm3Vmnp32bEjfSbOm8dTUp7Dog6tN9Yrvxc3Db+bzXZ8HLZ/YZSJn9DxDRuIIIZpFo9EwLXsa07OnBy3XarTcPvJ2vt37LTqNjjlT5vDOlneCtukR14O7xtwVUuq7KXrE9eCWEbeELL+o30WSsL2NOD2RR+LIdCohhGgfUp1KtAi/309OZQ7bSraxx7aH/on96RXXi3i9Fae3iihTLCZjNJXuStw+N9HGaIw6Y83rGGMMBp2BClcFnoAHo9ZIqauUlfkrqXRXMjJ9JHHGOPLseXj9XjKjM0kwJeDDBwE1pUuj0QS1KRAIUO4qR6PRtMjTOrfPjd1jx6g1EmWMwuV1UeWtwqQzUeGuYHf5braVbqN7XHf6xPchPSo9pE2iYZ21fxY5isipyGFD4QbSotIYnDSYNGtaTfncuhweBwVVBWwp2UKePY9BSYPIjMokxZpCoaOQ1QWrsbltjEwbSXpUOolmNVKtwK5y79QtW+7wOChyFKHX6smIrg1Eun1uKt2VmHSmoCmBDmc5Do8diyEKSxNH2IljW2ftm51VUWUBHr+bREsKZe5yfH4fNo+NVfmrsOqtHJd+HKXOUnx+H6nWVJLNyZS6S9lSvIUD9gMMSBxAdmx2zXSoAnsBAQIkm5Kp8Fag0+iINdV+jpxeJw6vA5POFFTNssJVgcPnoMpTxa/5v+INeBmdPppkSzJxpjg8Pg8V7gqMOuMRBYuOZa3dN//8wTrW7S/jvrMGBy1/7OvfSIwy8dJVo1r8PYUQQjTsiJOJVFZW4vcHR+LlC17no9VqyY7NJjs2GwCbvZDtZTt4aMtc8uwFDE0ewkX9L2bBrgUsPbCUUWmjOK/veXy47UNWFaxiXOY4zu51Nm9seYPNxZuZ2GUip/Y4lR2lOyh2FTMoeRA7ynbw3m/v4fa7ObX7qUzoMoGn1zxNYVUhZ/U6i5OyTyI9Kh2APHse3+75ls93fY5eq+eifhcxLnNcs0bGeH1e9lfu560tb7GqYBWp1lSuGnQVZa4y/rf+f2RGZ3LdkOsYlDSIsZljD39AIerw+r3Y3XYW71tMbmUuhmIDcaY4ogxRxOviQ7Z3+90UOYr4cf+PuHwuiquKOb/f+VS4K9haspWluUvxBXw4PA5O73k6+d58FuYsZP7O+QCc3uN0zux5JuXucubvmM/3ud9j1Vu5sN+FjEgdgdfvDfqsXzP4GnrGZlNYVcArG19jh203vWK7c+2gWWTHdsPazKkSQoijz4GK/awrXM+7W9+j0lPJxC4TGd9lPG9tfouR6SM5JfsUHD4H7/z2DivyVpBkSeKawdcQbYwmMzqTzOjgnHb7K/bzY+6PfLrjUwKBAKf0OIWJXSbywvoXmJo1lZGpIylzl/Haxtf4reQ3smOzuXbItaRaU9lUvInXN71OhbuCyV0nc0G/C0izpqHRaPD5feyz7eO9re+x7MAyEs2JzBo8i4FJA5s9fUuE5/T6w06nMuhkOpUQQrSXZo3E2b17NzfffDNLlizB6XTWLA8EAuri6jt6T+ryNLH1VTlL+WDrBzy+9umg5XqtnkdPfJSn1jzFXttezDoz/5r0Lx765SEKqgqIMkTx2MTH+OtPf6XMVUasMZZHJz7KwaqDzN85n1UFq4KOlx6Vzj1j7+HmRTfjD/jJjs3mpZNfAmDW17NCqmYNTxnOvyf/u8mBnI1FG7nqy6tw+91By68adBUV7go+3v4xAHeNvotz+pwTMtVFNF5n7J9birdw5ZdX4vQ5g5ZfN+Q6rhl8DTHGmJpllZ5K3tnyDk+teSpo2ztG3cHag2v5bt93QcsTTAk8Pulxblp4U00VtXRzOi+e+iKzvppFsbM4aPsTu5zINYOvYdbXs4KWXz/kOkqdZXy4/cOaZRo0/PuER5iSfRJ6ffMSl4pjR2fsm51NXsV+Hl35OAv3LQxanmBK4JETH+HBXx7kb2P/xu1LbsfhDa54d+3ga7l2yLVB56v9Ffv505I/hVTV6x7bnScmP8Hfl/6dKwZewV9/+iv+QO3DwJuH38yu8l0s2L0gaL9YYyxvnfYW3eO6s710O5cvuJwqb1XQNlcMuILZw2YHjfLp6Fq7b14/dyVFFS7uPDU4R9uzS3bgcPv48MbxLf6eQgghGtasRAmXXXYZpaWlvPLKKyxcuJBFixaxaNEiFi9ezKJFi1q6jeIYU+ws5T/rng1Z7vV7eXrN01zc72IAnD4nL6x7gQv7XQiocsuvb3qdc3qfA4DNbePbvd9i1plDAjgA+fZ8fsr9iRO6nADAXttevtr9FSsOrAhb9nxt4VrWF65v0u9S4izh3p/vDQngAMzdNJfpWdPRoKZMPbbyMYodxSHbCRFJqbOUB355ICSAA/DShpcochQFLStxlPD0muDgaIwhhvSo9JAADkCpq5QPt3/Iqd1PrVn2xJQneHnDyyEBHIAfc9Xonm4x3eq15WWmZk2t+awDBAhw74qHKayXyFQIcWw6YM8PCeCAOo98sv0T/njcH3lu7XMhARyAlze+HHK+WpG/IiSAA7DHtoclOUv4v+P/j8d+fSwogGPRW+gV3yskgAPqO8HTa56m2FHMw8sfDgngALyx5Q0KHYWN+XVFIzk9PgxhcuKY9FocMhJHCCHaRbOCOOvXr+fVV1/loosuYvLkyUyaNCnoR3Ru20u24guEv7Dvse2pmfIEsKl4Ez3jeta8Xp6/nCEpQ2pee31evt7zdcT3WrhvIeMza58Czds5jwpvRcTtP9j2QdgvoJHYXDa2lm4Nuy5AgF3lu2qGj3v9XnaX7270sYWocFewoWhDxPWrC1YHvd5UvIkAwYMnh6cOZ9mBZRGPsWjfoqA+EmOKCRvwqfbl7i9rAqnVAgTYUbaDrjFdg5bb3LawwSAhxLHnqwautYtyFtE1pivriyI/CKn7sKXEUcJnOz+LuO2Xu78kyhgVcv4YnDyYX/N/jbjfwn0LqfRUsrJgZcRtwlXpE80XsTqVTKcSQoh206wgzvHHH09OTk5Lt0V0UnWT/2oO/S/odQPJgTUaDXVnBGoIfh2yfb3jH6lw7y9ES6n/2Q/3+aof1Ak5BprDblP/Pf2EVhzRaMIfRz7zQnR8jennQdfuwyT1b27S/0adb+SU1KIckapTyUgcIYRoN80K4rz00ks8+uijvP7666xatYr169cH/YjOrU9iP/Sa8Dmze8b1JM+eV/N6aPJQtpdur3k9NnMsaw6uqXlt0Bk4pfspEd/rpKyTWHpgac3rc3ufS5wxctWcC/tdiFlvbtTvARBnjAsp/1xNq9HSI7YHB+wHAJXzp3tc90YfW4hYU2yDZXKPSz0u6PXApIEh5cLXHlwbNNKmvpOyT+Kn3J9qXpe7yjk5++SI25/W4zQ+2fZJ0DINGnrF9SK3IjdoeZwprqb6lRDi2Dajx6kR103Lnsa+in0MTxkecZuRaSNr/jvBnMDM3jMjbnt6j9OpcFWQbEkOWr6xaCOjM0ZH3G969nRiDDGMSR8TcZtxGeMirhNN54o0Ekevw+mREuNCCNEemhXEKSwsZOfOncyaNYvjjz+e4cOHM2LEiJr/F51bkjmRP4+4NWS5UWvklhG38M5v7wBq7vvvhv6OD7Z9AKjcHlcOuJJPd34KqGSKJ2WfhN1jZ3R66Je6LtFdGJc5jqW5KojTM64n07tP5/iM4+ke2z1k+1FpoxiSPCRkeUMSLAncO/5ezLrQwM+sQbP4as9XNa//OvqvIV9IhWhIvCmev4/9e9hk2DcNuynk85RkTuK2424LWlbpqSS3MpcZ3WeEHCPJnMS5fc7lmz3f1Cz74+I/MmvwLFIsKSHbT+02Fb1WT649OFhz47DZfLf3u6CROBo0PDDm76TUmR4phDh2ZVrTOTU79KFJkjmJmb1nMmfVHG4cdiNWvTVkm9lDZ4ecr0amjQx7ze0V34sTu57Io78+yl+O/ws6ja5mncPrYGvJVs7udXbIfvGmeH4/4vckWhL5vzH/R7QhtKT4NYOvketwC3N6fBh0ocObjDotLhmJI4QQ7aJZ1akGDhzIgAEDuPPOO0lLSwsZFpudnd1iDWxpUmGjbdjsheyp2Murm+dywF7AsJQhnN/3Ar7YtYBf8n9hdPpozux1Jh9v+5g1hWuYkDmBGT1m8Nbmt9hSuoUp3aYwtdtUXtv0GjkVOfxx5B8prCrkva3v4fK5OK3HaRyffjzPrH2GEkcJ5/Q+hxO6nlCTbyffns/3+79n/o756LV6Lul/CcelHde8EuN+L7mVuby/9X1W5q8kPSqdywdcTrGzmFc3vkqXmC7MGjSL7nHdgypziKbrjP3T5/eRW5nLR9s+4pf8X0i1qBL2fRL6EGcKHVVmc9nYVb6L1za+Rl5VHqPSRnFhvwux6q1sKdnC3E1zqfRUMj17OjN6zECDhqUHlqoSvwQ4s+eZTM+eToWngi93f8mSnCVEGaK4oO8FDE4ejD/g54NtH7AifwWpllRmDZ5FdnRXih2FzN08l+3le+gT150rB15Jt+iuWMyRR76JjqMz9s3OKK9iP5tKfuPd396l0lPJpK6TGJk+knd/e5fR6aOZ1HUSHr+n5nyVYknhqkFX0Te+L3FhzgX7K/azIn8F83bMwx/wM6PHDEanj+al9S9xco+TGZo8lHJ3OW9ufpMtxVvoEdeDqwZdRZIlie2l23l90+uUu8uZ2m0qZ/Q8gy4xXQDwB/zkVubyyfZPWHpgKUnmJK4edDV9E/oSb45v479a+2rtvjn6oe84sU8y548MTnj/7eZ8Xv95LzsfOa3F31MIIUTDmhXEiYqKYt26dfTu3bs12tSqOtIX0TJXGQX2An4+8DNGnZHxmeNJsaQQbQx9OtVeHE4bLm8VUaY4DAYLDo8Dl99FlD4Kg85AlacKt99NtCEavVaP3W3HE/AQY4hBp9VR4ijB6/eSaElEr9VT4a7AH/ATa4xFo9Fgc9kAQsuJVpVAVQk22z40Gi0xcdlgTYQjuOH0+DzYPXaMOiNWgxW3z02Vpwqz3tykKVoiso7UP5uisKqQYkcxBx0HseqtZEZnkmJJwaAzRNynylOF2+cmyhAVtF2luxJfwEe0IRqdtvYJd2GVqtiSYj00AsdehNsfoNBvR4+ONK0JTFYwRqvPuteOSWvCYqgdJeRyVeLwVGIxRGMyHT3nGdH6Omvf7GgKqwrZY9vD2oNryYjKYETqCFKtqSHnmtKqIjw+NwmWZMrc5eD3kuJ2weZ5YIrF23c6lXozJmN00DkikqKqIgIESLYkY3Pb0Gl0Qd9VXF4XDq8Di96CSW+qWV7/O0F9Xr+XSk8lRq26LndGrd03h977NacPyeCs4V2Cln+/rZDnv9/J9odmYAgz3UoIIUTrCZ+45DCmTp16zAZxOopiRzGPr3ycz3d9HrT8lhG3cFG/i8I+wW8PFnMsFmq/VFgMFizUfuGzGqxYqf3iFWWMCto/0RKcb6P+SJeQ4A1AZSF89w9Y+xZBa6f8DY6/HqwJTf9FUPl54nXxNa+NOiNGnbFZxxKiWl5lHjctvIkdZTtqlhm1Rv477b+MTBsZMZBjNVjD3rRECuLWBG8AKvLh05sx7viWmq/lGg2c8RQMPheDKTros17NZJLgjRDHqkjnmmdPepaRqSPR62q/EiZYa6ckpTj88NkfYVvt9GH9Ag3xpz0BQy6AyLHmGsl1jhfu+4lJbwoK3lSr/52gPr1WT7wp/vANEM3m8kZIbHwocOPw+CSII4QQbaxZQZwzzzyT2267jQ0bNjBkyBAMhuAr+FlnndUijRORrchfERLAAXh6zdOMyxzHEFPTcr90KHuXwtq3Qpcvfgh6TQHr8W3fJiHCqPJU8eTqJ4NuqgDcfjc3L7qZT8/+tGb6QIvx+2HDB7Dj2+DlgQB8dgt0Gw2p/Vv2PYUQ7arKU8Wc1XPCn2sW3sy8mfPoEh3mXBMIqNE3dQI4Ncu/uA2yxoJ5YOs1XLSrQCCAy+vHEKE6FaicObHmRkTyhBBCtJhmBXFmz54NwP333x+yTqPR4PNJorPWVOos5dWNr0Zc/9aWt3hgwgMYtJ3wolpVAkvnRF7/y/MwcxjoZQSNaH+lzlK+3vN12HUun4vNJZtbPohjPwi/PBt5/fp34aR7W/Y9hRDtqsRZEvFc4/Q5+a34t/BBnMoCWPbfyAde8yac+nALtVIcbVxeVX0qXHUqU3UQxy0VqoQQoq01K4jj98sJuz15/B5KnCUR1xc7ivH6vJ0ziONzg70o8vrKArWNBHHEUcDj9+ANeCOuL3YUt/yb+n0N95Hy3MjrhBDHJI/fgy8Q+QFbsTPCucbvg6oGzhe2XDW6TyvTaToilydyEKd6JI5DKlQJIUSbk6vuMSjGGMOYjDER10/qOqnzJto1x0HPyZHX9z0FDjPHXoi2YjVYayqqhTM4eXDLv6kxCrLGR17fXyqNCNHRWA1W0qxpEdcPShoUfoUpBrIbOl+cLgGcDszpVQGaw02nEkII0baadOVdtGgRAwcOxGazhawrLy9n0KBB/PDDDy3WOBGeRW/h2iHXYtSGjiZJNCcyJWtKSNn3TsNggQl/gHBBLGsSDDxbJXAV4iiQak3lz6P+HHbdyNSRZERltPybWuJh+r0QptIL8VnQVXJGCdHRpFpSufP4O8OuG5U2KnIw2RwLU+8BbZiB23FdGw7wiGNedYAm7HQqnQRxhBCivTQpiDNnzhyuv/76sCUM4+LiuOGGG/jPf/7TYo0TkWVFZ/HmaW8yImUEAFqNlsndJjN3xtzw89o7k4QecN13kDVOvdZooO8MuOYbdZMqxFFkXOY4npzyJF1jugIqSHv5gMv516R/kWRJap03TekPs76EjGHqtVYPgy+Aqz5XN2ZCiA5Fo9EwNmNs2HPNoxMfbfhck9wXZn0Fmer7BlodDDoXrv5CzhcdnLN6OlUDI3FkOpUQQrS9JuXEWbduHY8++mjE9SeffDKPP/74ETdKHJ5ep2dA0gCenvo0FZ4KNBoNcca4iOWFjwq2AyrxsKcKLAkQnaae8kVSWQD2YpXDxpoEMRmga8RHVqeH9CFw8dvgsgEa9X4NvddhOL1OihxF2Nw2zHozieZEKWsqWkSMMYapWVMZkjwEp9eJXqsnyZLUcPn6qhKV18ZTpUbWRKWB0dL4NzVY8GaOpPCSNylzlaHXGkgwJZAcHXlqV6PbEp2mRsRVFEBVMfg9YEmEmHSIUC5dCNH6Yk2xTM0Yz5Cpz+PwOTHoDCSZEjBaElQ/rioGtz30nGIwQ7fj4fKPwGkDnVFdlx1l4N0K1mSIan7A2e6xU+woptJTSZQhikRTIjGmmBb5ncWRqR5lE66EeO10KsmTKYQQba1JQZyCgoKQcuJBB9PrKSwsPOJGicaLM8cRZ45r72YcXtE2mHcT7P9Vvdab4PjrYeyNoU/y/H4o2AgfzoLiQ+VQzXFw8oMw4Cz1BbMxrInq5wgVO4p5fdPrvLnlTTx+DwDHpR7HQyc8VPNEU4gjlWJNadyGpXvhk9mw72f1WmeEMTfA+FshOrVRh7C5bHy37zse//VxKjwVAPSI7cG/Jv2Lvgl90WoaOUizdA98/DvIWV7blpPuU1MsPr4Oirar5eY4mP6Ams7Y2P4rhGhZlYWw/DlSlj0DXpda1nU0zPwvfHc//PaZWqYzwujfqanJdc8p1iQI+GH5i/DzU+B1quVdRsJ5L0FizyY36WDVQeasmsMXu7/AH/CjQcPkbpP525i/kRYVOYePaBs11anCjMQx6dWUXJlOJYQQba9J06m6dOnChg0bIq5fv349GRmtkMNBHNtK98BbF9YGcEB9gVz2DKx9Gzyu4O3Lc+C102oDOADOcph/C+SubpMmV/P4PHyw7QNe3fRqTQAHYPXB1dz43Y0UVknQUrShinx46/zaAA6oJ+I/Pw2/vgw+T+R969hQtIF//PyPmgAOwG7bbmZ9NYs8e14j25IHb5xTG8CpbktST3j9zNoADqj++9mtsH9l444thGhZPq+63v7479oADsD+Fer63H9GnW3d6vr860vgdddZ7oN178EP/6oN4ADkroK5M9Vo2yawe+zMWTWHz3Z9hj+gggUBAizOWczdP91NmbOs6b+naFEN5cQx6DRB2wghhGg7TQrinHbaadxzzz04nc6QdQ6Hg3/84x+cccYZLdY40UGU7ILS3eHXLfsv2PYHL9v+Nbgqwm+/8D41xaqNFDoKeW3Ta2HX7bHtIbdSyjGLNlSWo0a1hbPsGRXkOYxSZylzVs8Ju67SU8mP+39sXFtK9qi+XVfGMMhbf2gaYxgL72u4vLkQonVU5MNPT4RfV7obtAYwxwcvX/ZfqKxzTqnMgx8jTJkv2xv84KURih3FfLH7i7Drfsn/hRJnSZOOJ1peTRAnzEgcjUaDSa+lyi1BHCGEaGtNCuLcfffdlJSU0LdvX/71r3/x6aefMn/+fB599FH69etHSUkJf/vb31qrreJYdXBL5HXOMvA4gpftXRZ5+8It4AsNIrYWh9eB3WOPuH53eYTglBCtoXh75HXuSpXP4jDcPjc7y3ZGXL/m4JrGtSVcMCk+Gwp/i7xP4ZbgUQBCiLbhrVLX20hKdkFMvelL9c8pHic4SiMfo2Bzk5pU6amsGYETTrGz7R7YiPCc1dOpwozEATDptTVlyIUQQrSdJuXESUtL4+eff+bGG2/krrvuIhAIACoaf8opp/Dss8+SliZzmEU9ib0irzNGqaSJdWUMg00fh98+oTuEKa3eWsx6MyadCZcv/I1n12jJiSPaUHx25HV6k0oofBh6rZ6uMV0jBiD7J/ZvXFsSuocuq8yH7hMb3keSGwvR9vQWMFhVAvJw4ruFjpLTm9Q+dV8bo1VwJ5ykBq71YUQZohpcL8UD2l9DI3GqlztlJI4QQrS5Jo3EAcjOzmbBggUUFRWxfPlyfvnlF4qKiliwYAHdu3dvhSaKY15y38gJV0dcCdH18igNPEslVgxn8l0Q3cgEsC0g2ZzMBX0vCLsu1ZpKVqyULBdtKLEHxHYJv+64q1RlqMNIsiRx47Abw64zao1My5rWuLYk9VYVp+rKWQFZY9XNXjiT72p08mUhRAuKToXjr4u8TmdS1anqGnFl8DklJh3GzA5/jKhkSB3QpCYlmhOZ2CV80HdA4gCSzM2veCVahsvjQ6fVoNNqwq436XU1o3WEEEK0nSYHcaolJCRw/PHHM3r0aBISElqyTaKjSeoJl30UOopg4Dkw7vdgqvc0Lq4rXPFJcGUprR4m/QV6NPCUvxWY9CauGXwNp2SfErS8a0xX/jf9f1I9Q7St2Ey4Yl5oFZiBM+HEP4WOaotgbMZYZg+bjV5TOxgz3hTPC9NfICOqkcnp47rAlfMhoUfw8v0rVX+v338n3gk9JjXu2EKIlqU3qevtkHoPJeKz4fKPYc0bwcsHnA0T7wg+p+gMqmrV0ItBU+emPj5LnQvqV5o8jBhjDH8f93dGpY0KWt4/sT//mfwfEi1HXl1SHBmnxx9xKhWokTgOGYkjhBBtThOonhPVBHa7nX/+858sXLiQgwcP4vcHR+F37doVYc9gP/zwA4899hirVq0iLy+PTz75hJkzZ0bcfsmSJUyZMiVk+ZYtW+jfv3FTAGw2G3FxcZSXlxMbG9uofTqVqhKVo0arU0/gNPWevtiLVE4LnaFxT9QrCsDvBVMMAVclRd5KfAE/Fp2ROENM8Kganw/sB1UJU2MU3oCHYlcFAQ3EaE1EGWLAUwkEVAJGrV49OQwEwJoQPOwbwF2l5u9rNKo0av3RAa4KcNrU+qhU0EWeXWhz2ShxllBQVUCsMZYkSxKpVhlR0NKOxf7p87opsucTAKINUURbm/n02FGqPrOR+l5dFflQeVDluIjJgKgUsMTj9boosR/ET4BoYzTR1TdBHic4SoAAWBLBYKHKU0Vx1UHy7XmYdWZSrGmkRKWh0+rAlgdeB2i0EJcF2kNf4isLVeUanbG271bkqeXOcvWkPioFTDFqeUW+qmIT1xWsyWCKbt7fRrS7Y7Fvdko+76HraADMsaov1uUoq+2bplh1rtGZ1HXabYOAD3Rmdc20xKnrpL0I0GA3x1AR8KALBND7fbg8drQaHSnGeDTRyc1ucqmzlBJnCUWOIhLMCSSZk0iyyCicxmrNvvn0wu28vHQ3z102Muz6e+dvYkjXOB6/YFiLvq8QQoiGNSknTrXrrruO77//niuuuIKMjAw0Dd1sNMButzNs2DBmzZrFeeed1+j9tm7dGnShSklpu+k1HZarAvI3wrf3QN4aiE6HE26DAWeqYI2jVE2VWHgfFG5V0zom3wU9JkNUmC9blYWwdYEqZ+oooej6b/k6bxmvbX2HIkcRQ5OGcPtxt9BHr8NqTlQ3jWvegBUvgCmO/Cs+4P0dH/P+zk9xeByckDmOW4fdRPaK19Dv+BZmPg/r34MN74Pfp0YiTPpz7aiAkl3w/aOwZb6qujHsUhj/e/XE0OuBku3w3f2wc6G6sRx1HYyapUY6hBFriiXWFEv3uO6t9A8gjkUFFfv5eNuHvLvjEyrcFYxLH80fR9xK97geGBqRnwZQiUMLNqu+l/urCiiOvxUGnxN5elRMeshUpoKK/Xy49X3e2zGPSk8lEzLGcuuIW+ihi0b/w+Ow8UMgAIPOg4l/xuoqx7roQbrt/VkFZYZdAqOvh/L9qp8fWK3ef8xsGHAW5G+CRfepCjRJvWHq3ZA9QQWRYsKM3onr2uQn80KII2A7ACtfhZUvgasSek2Dk+6BxD6gN6i+XboHFj0ABZvAFAdjblBTmDfPgxUvqbxWGcNh+gMq0fGPT+At3cPeKXfy9NoPMWhNzOg5g7mb5rKuaB1J5iSuGnQVM7rPINnavEBOgjmBBHMCveKbllNHtD6n13f4kThSYlwIIdpcs0bixMfH88UXXzBhwoSWa4hG0+iROKWlpcTHxzfrfeRpYgTbvoa3LwxdPuxSOPlB2PIpfH5b6PrJd8H4W1SC4mqOMvjuXlj1KgBlV3zMg3s/5eucxUG7atDwwtSnGZc0VL33/hUAHLzxR2785T62lQVXvzHrzLx76mv0Ks+H+beqL6R1WRLgd0vUE8gXJ4dW4ojPhlkL1Oib/00OrZKTMQwufS/8DaloE8dS/yys2M8fl9zB+pJNQcsNWgPvnDqXfimDG3egXUvgjZnqc1vXwLPhjP+oJ+KNaMvNi29nc2lwJTij1si7k+bQ5+3La/uDKRYufB3euUSNkqmWOgBOvAM+vi60LQPOghGXh54jpj+oAj+NnMYljl3HUt/slCry4O2LIG9d8HK9SV0XUweq6/w7FwX37xNuh/Ic2PBB6DHPfhZWvc6u6Xdz8U93kGZN48bhN/J/P/wfAYLPEdOypvGPcf8gwSzT69taa/bNBz7fzNeb8nns/PAjbR7/ZitxZj2vzBrdou8rhBCiYc3KiZOQkEBiYvvNVR4xYgQZGRlMmzaNxYsXH34H0TBbHnzxp/Dr1r2tnswtvD/8+h8fB3th8DJ7YU0AB2M0B2OSQwI4AAECPLzycYpcpTUBHLqOZos9NySAA+D0Ofnv+heoMseFBnBAjRba8zMsfz58KdWyvbDjO1g9N3yZ47x1TS6RKjqvXWW7QgI4AB6/hyfWPImtfr8Ip+Kg6nvhYumbP1V9sxG2l+4ICeAAuP1untz6FpUjLq1dOOwiWP5CcAAHYNS1sOjB8G3ZMl9Nk6o/ZXHxg2palxCifRVsDg3ggLrWfXc/FO+Cr+8K7t9anUpEHi6AA7DkEaqm/Y3ndn6Ew+vgwn4X8vy650MCOAAL9y3kYJWcCzoap+fwI3GqPJLYWAgh2lqzgjgPPPAA99xzD1VVEUpVtpKMjAxefPFFPvroIz7++GP69evHtGnT+OGHHyLu43K5sNlsQT+iHpdNPYmL5MAa9fQ+HJ9HDeGuq6DOjW32eNYdXBvx0Htse6jwOmoXDDiDr/Yvibj9jweWUWG0RlyPzwlbv4y8fuNHau5/JJvnRV4nWtyx3D8X5iyJuG5Z3nLs3kacH102NT0pkpzljWrLt/sWRly3NG85lVljahd0PV6N/qkvOhVKw5cdV21ZAVnjgpd5nSr/huhwjuW+2Sk1dO3a8S147FC8M3h5bBcoCn1gUqM8h4qoRH7MV+eh9Kh0dpdHPkesPri6CQ0WzdWWfdPp8WOIUF4cwKzX4nA38J1KCCFEq2h0TpwRI0YE5b7ZsWMHaWlpdO/eHYPBELTt6tWtcyHv168f/fr1q3k9btw4cnJyePzxx5k4MXzVokceeYT77ruvVdrTYWgP8zEwxaokp5Ho602lqJtI0WUj2hg5makGDfq6CYXdVcQ2kPw0yhCFJtDA/OsAwVO76jPFhB9pUM0cH3mdaHHHcv+MNUT+nFr0FrSNyRWm06sExpE+k5GCp/Xb0kAfsxqsaOqOuvE4VR+pPxJHo224LeZYFXSqT2dsVBvFseVY7pudUkPXLlOMyg1Xv397nQ1fLwFNIIBVb8XusaNBg1ajxR8IP/IixhATdrloWW3ZNw+fE0cnOXGEEKIdNHokzsyZMzn77LNrfv70pz9xxx13cP755wctP/vss1uzvSHGjh3L9u3bI66/6667KC8vr/nJyWlgxElnZU2C7ieGX6c3Qdqg0AoX1aKSVfLDupL71E672PcLQ5IGBZUyruvEzPEk6OqMrFnxIjN7nh6xqRf1Opskd5ipUNXiu8LYmyKvH3NjSELYIEMvirxOtLhjuX+e2nNGxHUX9DqbREsjEq5bkqDPqeHXafXQ7fhGteX0HpH7zAXdZ5C04ZPaBVvmh/+c56xQicrD0RlUzqj9vwYvj+2iplmJDudY7pudUkPXrpGz1DW817Tg5ZUH1fWwfuXGat1PICl3LRd3Pw2AX/N/5YQuJ4TdVKfRMSxVKhS1hbbsm063D0MDQRyTlBgXQoh20eiROP/4xz9asx3NtmbNGjIyIieiNZlMmEwRvqAIxRIPZ86BV2cE57fQaOH8V1WFmfNfhddOV1WsqunNcNFbEF3v7x+TDhe8Bu9eAn4fyRs+4Z/j7+XPS/8eNJc+1ZrKX46/k2hTHJzyMHz9V3CUkFm6n9kDr+b5za8FHXZgQn/O7XE6um3fwKBzYNMnwe/b+2RIHwbpAeg5BXbVy8Nz3FUqeWtiTzX0vGBj8Popd0s1nTZ2LPfPNEsytw37Pf9Z99+g5b3jenH5wCsbV53KHAOnPgz564KnJWo0cO7/1BSnRki3pnHLkN/x9IYXg5b3je/DJVkno//m37ULdy5Ulef2/AT562uXr54Ll38EhVtU+eGatmhVgtPN84Pf1GCFC+dCrCQC74iO5b7ZKcV1VdewxQ8GL08brJKPx2aq6+zBzcHnmuUvqmqPH10LdUfYRKfClLvRvXcZZ898hsWJA5i/cz6PT3qcrSVbKagqqNlUg4aHT3iYlMYErsURa8u+6fD4MDUwncok1amEEKJdNKs6Vc+ePfn1119JSgqumlJWVsZxxx3Hrl27GnWcyspKduxQ+SBGjBjBE088wZQpU0hMTCQrK4u77rqL3Nxc5s6dC8CcOXPo3r07gwYNwu128+abb/LPf/6Tjz76iHPPPbdR7ykVNlB5bDQ60Na7MJflwL6fYcciSOqlAiVxXcFgAb9f5c3Z8Z3K05ExDPqdBrFdVenS+jxOlXx48zwo2oZjzA3kW6L5aveX5NjzOSF9DCPSRpEWnYHP58IAULoX1r8LFQexTbyNA34Xn+36nHJPBTOyTqJPXE9SV7+jqnCM+R24q2D9++B3w9CLIaWfCkihgapiNdd//XugM8HwSyC+O5jj1E2p/SDkb4BNH6vREMMugrhuamh5uL+NaBPHWv+ssBeS5zjI5zs/o8RdzvRuU+ifOIC02G5NO1D5fti3HLZ/CwnZMPg8iOtSM9XB7XNjrD9tKRBQfVmvltvsB8mrKuCz3Qsoc5VzStZU+iX0I1VrgdKdsO5dtc+wiyGxF7groXQflGxXfSRtsArAehzqPLD7B4jvpkqSx6SrqVTbvobcVdBlJPQ9RfV/XaOfBYhj2LHWNzs0r1uNjqs/ZdNRpq7T694DRzEMPAcyhtRWXPS6Dp1rfobdP6qRdMddqa55Pidsmqfy5vSaCtnjQW+B8n2w9m0KB57Bdl2ApfkrmZY9jQP2A/x84Ge6RHdhRvcZpEenY9U3kK+ubvP9XrRo0cp1tkW0Zt8899mlxJgNzJ4Uvvz75+sPMG9NLpvujzCiVAghRKto1rfvPXv24POFRt5dLhf794epGhTBypUrmTJlSs3r22+/HYCrrrqK1157jby8PPbt21ez3u12c8cdd5Cbm4vFYmHQoEF88cUXnHbaac35NTqf8v3qxmzLZxCVCqNmQUL3Q4EP1A1b/EXhh2Vrterm8vhr1c/hGMyQ3Bsm3gGABegB3JiochpVVB4ktyqPlza+xEFXCVMzxjE2czwZ01UVrNhDP/1ThwYfd+pfg19XJ2ytKFCjCla9BmjUF9OYdHWzqjeBMRr2LlVBHYNV/Q6ZI6DP9Nq/zbavVEWgcH8bIcKIiUohJiqF25MHHdmB4rrCkK4w5LyaRV6/lwO2fXy5+0s2FG2gf2J/zux1JpnGBAy2XFg1F8p2Q8+p0O9UYo3RxLo89PNaIaAHhxsStKAJgNcDcVlAQN0AgroBrMyDnYtU/0jsqYI8Or0K6qT0A8OhfBkaLfh9qi8l91X/7/cBUpVEiDZTtg+2fQM7v4P4bBh5lerX1XnkLPHqJ31I8H6le1SQeMunqq9P+AMMmKkqSW74QAVm0wZD/9PUlKuAH5Y8oio+Dj4PTriNlLgupADjs9R3tuM4jjN6ntGk5hfYC9hQtIHPdn6G1WDlwn4X0j22u5QlP4o5PD4SoyKP+qkeiRMIBILyZgohhGhdTRqJM3++Gk4/c+ZMXn/9deLi4mrW+Xw+Fi5cyLfffsvWrVtbvqUtpNM+TSzdC6+dFlqae9q9KqBhbru/RWVlAZ/sms+/1jwVtDzVmspr0/9Ht/ieTTtgRT58Mjt0+lTPKTD4XJXzZ/HDodOnRl4NU/8ObruaKla/QtfUv8Px14MlDtE2Om3/rCcQCLCucB3XfXMdLl9tDiiD1sALk59k5IK70eatrd1h0l/UyLRlTwcfKKkXnPUMvH5mbVU2rR5uXAbvXQpF9fKJHX+dytHz9vnBy898SvWvulMY9Sa4Yp6qWCVf3js86ZvtrGgbvHKqGmVa18znYOBMiFS1sXQPvHVBcBWq1AEw/QF47/LgBOc6I1zwOnz/z+By5Yk94cr56kFPMxXYC7jpu5vYVhZcDeuCvhdwy4hbJJBzBFqzb055fAkDM2K5fGx22PU/bCvkue93svXBUzHpdS363kIIISJr0ljWmTNnMnPmTDQaDVdddVXN65kzZ3LxxRfz7bff8u9///vwBxJty10Fix8KDeAALLxXTU9qQ0Xu8pAADsDBqoM8ueYpquxFTTvgnp9CAzigllmTVMLW+gEcUKN2infA0qfCl1hf9ECb/22EACisKuSO7+8ICuAAePwe7vj5bgon3Fy70GCBjKGhARxQUyPWvw/96iRhnnQnrHwlNIAD8OtLYIoKTVb8xW0w7JLgZV4XfDhL+ogQrc1RBp/fFhrAAZh/i5oeHI7HCSteDC0jPvb38NmtoRXqfG61vH5xgJJd8PMzqs83g8/v45Mdn4QEcAA+2PYB+2z7wuwljgYOjw9jQzlxDGqdJDcWQoi21aQgjt/vx+/3k5WVxcGDB2te+/1+XC4XW7du5Ywzmja8VrSBqmKV+yWSbV+3XVuAn3N/irjuu5wllLrDlDGOxFEKy5+PvN7jUMPFI1n5qjpGJFsXNL4tQrSQEldJUOLQoHXOEoqtdUaHZY2DnWGCmNU2fgT961Sv6jVN5Z6KZP37MKrelEm/T93IxWcFL6/IV1MyhBCtx1GiHlaE4/dC7urw6yryYN07ocst8cHJjeuyF4YvO772jfBBpEYodhbzwbbI1+EPt31IM9IzijbgdB8miHNo9E2VBHGEEKJNNSsnzu7du1u6HaI1BfwqAWokrsq2awvg8DgirvMFfASakmfD7w99mhhEA97I74e7Uo1kaGi9EG3MWz31KeJ6n5rCFAioBKcN9Cm8DjVNoppG13Cf8ThU5blwy3Vhkpj7Gm6rEOIIHeZ8gNsefnkgEH70TOAw11h/mBtyr/Pw+0UQCARwNnDOqfRUSk6Vo5TT68PYQIlx86EAjwRxhBCibTU6iPPUU6HTXyK59dZbm9UY0UrMsZA9QSX2DaffKW3anHFdxjNnQ/jRM8OShxKta0Rp5mqWBBh8vqo0FY4GVXo80siDYZeEliqvq++MyOuEaCWJ5kSseitV3qqQdSadiSQOBXBAJSU9+UFY+1b4g/U+Cfb+XPv64GboPR22zA+//YAz4ftHQ5enDVK5teoyWCFaygoL0apM8ZDcJ/wUSIBuo8MvtySovr55Xug6Y3T4hxQGS/iKc31OVdUdmyHOFMfUrKnM2xGmHcDZvc+WSlVHoUAggNPjP8x0KjUSR6ZTCSFE22p0EOc///lP0OvCwkKqqqqIj48HVHlxq9VKamqqBHGONpYEOPWf8NI0Nee9rj4nh06RaGUZlhRO6jKR73J/CFqu1+r5v1F/Ij62S+MPptWq6hkrXgRbbvC66pLhwy5SlaecZcHr04eqUskJ2fDbZ6FPLHudpCpUCdHGUiwp3Hn8ndy77N6QdbcNuYHklW/ULrAXqVEy3cZBzrLgjQ1WGH0DvH9F7bLv/gFXfKKqUtW/ietynKrqlr8+ePnwS1UgqP6IgJMfhOi0pv+CQojGi0mFM/4Dr58VOhrmuKsgOjX8ftYElfR850JwVdQuX/06TL4Lvvlb6D4T/wxr3w5eZrDCtHvAFNOs5pv1Zq4fcj0L9y6kwlMRtG5g0kAGJg1s1nFF63J51WfN1OB0quqRODIiUwgh2lKjgzh1p1C9/fbbPPvss7z88sv066dKRm/dupXrr7+eG264oeVbKY5cSn+44UdY8k/YvQSsiSq5Yf/TQ5OYtrKE2K78bfRdTNg/jte3vkepq5TjU4/jpqGzyY7p2vQDxneDa76CFf9TJcQ1GhhyIQw8Gz77A1gS1U3rqtfgt8/VF9JR18CwiyE2A6zJ8Lsf1OiDXYtV0Gvs72HAGTLKQLQLg87A9OzpdI3pyjNrnmFX+S6yY7O5efjNDIrrgUmboIKWrkpI7KGCkX1OUU/c17ypgrVdjoeJfzr0eb8OiraqqVSJPdRn/rqF8OO/VbliYwwcd4XqN+5KFdzd/6sK0Jx4O2SfqPbf+5NKlpzUC6bcDZkjVJUqIUTr6jIKfrcEFj1Y2zcn3Qk9JqtrViRJfeD6RfDDvyF3pZoS2W2sGnGXMQQWPaQSHyf2hDE3QmJ3NZ2qYBO4bGok68Q/QUITq0bW0zWmK++e8S6vbHyFRfsWYdabuajfRZzR8wxSrRGCUKJdOT1qdE1DVafMh0biVHlkJI4QQrSlJpUYr9arVy8+/PBDRowYEbR81apVnH/++Ud1zpxOXybVbQdnuSozHOnpXbWy/arqRcluFSixJqsEi6V71BdDU4xKgli2T41miUpVXwAbw+8HRylFrlJ8gQDReitRPg/Y9oPTpoaO603qvdx2SOqtXhfvBJ8Lkvuq9zNFH/q9qlSC4urEi1HJqn2uShXUsaaA36Par9GqwJW23heT6r+NRgcxMrqgPXSY/um0QeVBFfgI+CG5n/q8WuPDb19VorYv3glRSWoUWWwmaDSUu8pxep2YdCbizYf2tx2Asr1QWahuvmIyQG+BygNQug/cFaqPmGPV59llg8Ktat/kfmCKVSWJHaXqR6OD6GSwJIPeAM4KdQytITiQWVWicmPozSoQLDqNDtM3j1ZeD1TmQ+ludS1K7quuU+Z6f2tnBXir1DWv8qDqvwndoapIjcpL7KmmWror1P4lu4AAJPaGqkI14jQ+GyoKVN/2+1SfNkWra6zPq6ZN+TwQ8IE5PnL58mZweV2Uu8rRaDQkmhPR1b8OiyZrrb6ZV+5g3COL+Mup/RneLT7sNnaXl+vmruS/lx7H6UMzWuy9hRBCNKxZiY3z8vLweEIT5fp8PgoKwldUEUcJY1T4yhP1leyBj69TT/xMsXD+K/DFn9Q0i6Q+cOFcePfi2htDUDkzLnhdBWAa4vfBgdXw9oUkV5WofD3HXwef/1EFUaoNOR96TFIlVDUaGHEFpA6Er/5PBWJOvAPGzFbBmPXvwzd/rU3grDPAjH+pqVbV8/h1OjBkHvnfRoiGVBaqETFf/7V2+qJWD1PvVjmYYtKDt6/Ig8/+qKb8VYtOhcs+hPShxJniiDPVyUVRsAnePC+4tPe4P0CvifDB1bXTJjQaGDkLhl4Mr58e3Dem/QMyR8Lrp9Xm1jFGw4WvQ/YJYI5RP/VJ4EaIludxqlFu719VO8VRo4HRv4MT/xwcSDXHQFG+miLp98LJD8EbZ6tKcdV6ToZp98KLk8FzKK+WzqCmSlWVqNF6574IGz+Ala/U7pfSDy55r1X7uUlvIlUvI2+OBdV5bhqcTmWQ6VRCCNEempVJbtq0aVx//fWsXLmypizkypUrueGGGzjppJNatIGiHVQWwtd3qQAOwJgbYOmc2jwZZzwB82YHB3BA3Vx+epMaCdCQ8v0wd6b6Mgkw4Q/qeHUDOAAbPlRTRrLGqhvN1XPVk8G0wWp0ww//gv3L1WidL/8cXIHL54HPb4ucCFKI1lKyCxbcEZx/yu+F7+6Fwt+Ct/W64Kc5wQEcUE/Y554dmuepfD+8MTM4gAPQ8wR45+LgvBeBgLpB2/czpA2pXe7zwDd3q5Fp8d1rl7sr4e2L1Gg4IUTbseWqvlc3R1UgAMtfgB3fBm9buhc++R0c3AKT/k9dc+sGcAB2LYEVL8DAs2qX+Tyw+GF1PdUZ4P0rod8MFSyqVrgVPrhKjbAVnZ7j0BSphhIb67Va9FqNVKcSQog21qwgziuvvEKXLl0YPXo0ZrMZk8nEmDFjyMjI4KWXXmrpNoq2VlUcfFPZZSTs+an2tTEK8taF3zdnBbjKw6+rlruy9stq+lB1rHBlUEHdhA67NPj18EtqX3//L1VtJ5KlT9Y+iRSitTlt8MuzkdcvfQrsxbWvKwtUktFwHKVQUO+zXbJLBXjq6joK9i0PDmLWVb/PVFv2X5VToy6/FzbNi9x+IUTL2zwvchnxHx5T54lqznLIXa3y4PjcagpVOBs/gn6nhS5f+zYMOle93+4fIWt88Pq8dZGPKTqV6pw4DZUYB7AYddhlJI4QQrSpZk2nSklJYcGCBWzbto3ffvuNQCDAgAED6Nu3b0u3T7QHtz24Akb9AIsrTFnSpqwv3lX731EpoaMN6qo8CJb42tfl+4MTMZfnqHwekZTtVUPVDS03p1+IiDx29ZmMpDxH9a+oJPXa61KVpSIpq1fSuzzMKJmo1IZHz9TvM3XbYgkzbaL+aCEhROs6uCXyuvIclaemWvUDEGti6AicuupXoqw53n6VkLz6v8OdG+qO6BOdlsOtvgeaDQ0HccwGnZQYF0KINtasIE61vn37SuCmIzLHqsSlXqd6rTeqvDP+QxfphiphaLTBQZdwuhxX+98lu6DfqZG3Te4bfFOcNvhQosZD0ocd5r2Olzw3ou2Y4yFjBOSuCr8+Y5japprBCtak2oTc9aUNCn6d0i90m5KdKl9UJPX7TN22lIZJQt/9xMjHEkK0vB4TYcMH4delDQGDpfa1JUFNgarIV0mMIzHHhx/hml7nfJA+GDZ9ErqN5L4S1J1O1XDyabNei90lQRwhhGhLjQ7i3H777TzwwANERUVx++23N7jtE088ccQNE+0oJl2V4K6eFrLtGxhyAax7V70u3Q39z1DluusbdF74p/t1pQ6A+CxV1ap0N0Snq0Su9aeJAIy/BX5+uvb1uN/DN39X/63RqGSxpliVOLb+cHSdEcbOlhLIou0YLDD6Olj7RugNlFYP428FS53qITHpMPn/YMGfQ4+V3Cf0Ji2um7qpK9hQu6xw66Gy4RGCQeNuhiUPBy/TGWDsjfDaGcHLLQnQa8rhf08hRMvpOVn1PUdp6Lrp9wUHVSwJMPAc2PSxqraYOjD8lOLR18P6d4OXafUw9CJ491J1nNSBsPD+4G0GnqOqOYpOz+E5fGJjAJNBh90l06mEEKItNTonzpo1a2oqUq1Zsybiz9q1a1urraKtmGJUsGTs79VN6Zq50GuaqnSjM8K8m2DK31SlHe2hOKDOCCOuhGl/P3x57thMuHI+dD9Bvf72HjjnReg6unYbayKc+k81taNomwrynDEHdn2vpl/FZsLF70JKX1X+/KrPIKFH7f6JPdWy+OwW/dMIcVjx2XD5x5DUq3ZZQne49P3gzyioEW6DzoXpD6h+V63XNHWM+pWsolPhkneg76m1CUmNUWDLV30qs84ot6hkmPk8pPZXI+Rq2tIDLv1Q5dCpG+DMGA6zvlKBIiFE24nrpvpexvDaZVEpcMFrwctAnRNOuheGX64SFU+/H3pPq3M+iIYT/6QetJTUGWmX0APO/R8sexZSBsBlH0HOr+raDepaPuIKOPURsMQhhONQnpuGEhuDmm4lOXGEEKJtaQLV5aU6CZvNRlxcHOXl5cTGxh5+h87MVamq4Hgc6mbPkqieFLoqwBSthms7yw69jlEjAZxlh3LQWNQXU70x8vHthapClc8Fpjh1M+ooVa/NCWqqib1QVdGxxIPOAlWFasSNJVF9ma1bWaMiv/ZJpiXx8MEkcdTpUP2zbB84ylSVGUs8JDQQUPR51OfXVQ56C1iT1Y2Ux6ny3XicYDBDbBfVt+zFqi+4HWr6Y2xXMJjUezptKh+GOQ7iskBvUNMnnDb1XqZYSOoJfj+U71P9XKtXbawfNBLikA7VN49W9iJ1TfR71EiZ6HTQ1rmB9vuhMl/l1TLGgMumrpeGaPC7VRJ/46FgsM+lpkV7HCrHnTFaTYkO+MBoVdOldWZ1PfU41PnC71GvDVaIyQh+b3HUaq2++drS3Ty84Ddev2Z0g9v9+5utxJr1vDKr4e2EEEK0nCblxLn88suZOnUqU6ZMoUePHoffQRy77EVqjv73j6rAiN4Mx10NJ96mRr9UFsDyF2H58yrRoikWjr9OjT6Yf7MK8Iy7GYZdDHFdQ49flgPf/eNQVQ6fujk95eFDw8rja7ez1su/E9XAVK2YdLkJFUeP+Cz10xg6gxpRRp1RMOX7YeWrsOJFdbNmjFbTHI+/Dn78D6x7SwVrolJg6t+h5yT48i+w/WsVOErsCac9Dt3GhE7Lctth/6/wxe1QvFMFQ3ufBDP+1XCeDSFE64lKVj/hVJXA1i9h0f0w5W41SnX167UPUSb9nxqh9/VfYcc3wecASyK8fQEU71B9vdc01dcTDp2fbAdgyaOw7u0655S7YcBZkh+nE3N4/JgOk9QY1HSqCplOJYQQbapJj1ny8vK45ZZb6N27N9nZ2Vx99dXMnTuXnJwGqrGIY4/XDavfgK/+r3Zki9cJK56Hz/4IFQWw6GH48fHaShkuG/z0hCoxPuIKtd+iB+DXl2u3qVaRB2+dr0qgVidLtuXCB1fB3qVt9msKcdSqKoEfn1B9zHVoBI27En5+CpY8At3H1VafsRfCZ7eqgKjbrm7eQI2+ees8KNgUevyCzfDGTBXAAbXP9m/h1dOgrIFKV0KItuf3w9YF8OlNKlCT8wsse6a2ipSrQgWB555ZG8SF2nNAdVU8UOt2fAevnaYeptgL4aPrYPVr9c4pf6h9yCI6JYfbe9h8OAAWg04SGwshRBtrUhBn4cKFlJWVsWTJEq677jpycnK48cYb6d69O7179+b666/nnXfeaa22irZSma9uHsPZ9qVKprhmbvj1a9+CfqfVvl7+HNjygrcp2hG5jPE3d6sgkRCdmb1QPWUPZ/17KiFpfUufghGXBy8LBFSfqiqpXeYoVaPgws2krciDfT83v91CiJZXkQff3av+u++psK7e96zEnmob24HQfQMBWPY0HFevgl1FvnpoUlUS+eHJogfUcUWnVOX2YTpMZSoAi0FLpYzEEUKINtXkCc8Gg4ETTzyRv//97yxcuJDS0lIWL17Meeedx/vvv8/ll19++IOIo5uzPHT0TF32QjXHPhy/N7gqj8eh8oLUte+XyMcu2aXm9QvRmVWVhFZbqxbwq/WaeqfvqmI17bG+3JWqH1ZzV6mpVJFs/6bp7RVCtB53pbrughotU390TEp/yF0def/cVWqb+rZ/W3vccKpKVM4s0SlVeXyNG4lj1EsQRwgh2liTcuLU5XQ6Wbp0KUuWLGHx4sX8+uuvZGdnc+GFF7Zk+0R7MFgaXm+Mbnh9/WTGRmvw63A5cmq2jQJdsz+WQnQM9ftMyPqo0ECqVqd+6otOC05QqtWpZeURpsHWr6AlhGhfepNKPu73qvxZ9TnLIKl35P2j09TDmfoSezR8PdfqwgeGRafgcPsalRPHYtBKiXEhhGhjTRqJs3jxYu655x5OPPFE4uPjueWWWygqKuLmm29mz549bNu2jf/973+t1VbRVqzJ0HNq+HUx6SrRYXLf8OvTh6jpUtWyx6ukinVljwsubVzXyFkQldr0NgvRkVgSIX1o+HXJfVQ1q/r6nQ47F4cuH38LRNWp1BadBuNvDX9sjQaGXND09gohWk9UCgw+X/13ye7Q6ZT7foEeJ4aOzqs24go1DbOu6r4elawqYYUz4OzIiZZFh1fl9h62vDiAxajD5fXj8UUYoS2EEKLFNSmIM23aNObOnctll11GTk4Omzdv5rnnnuPiiy8mIyOjtdoo2polHs58MjRQY02Eyz6E+Gy4+C2IzQxeH9cNTrpPJVwENU//zKcgtt5nIzYTLn0/dMRP9xNVRatIAR4hOov4bnDu/1SfqismAy54DRY/FLw8fShMvgs2fhi8fMBZ6uav7kgcjQYGnQ2DzgveVquH816BuC4t9msIIVqAMQqm3QOZI1Ry85MfDB7RGvDDls/hvJdCR+oMOAuyxgZPY9bq4dyXVF+PyYDLP1IlxutKHwonPwCmw4y8FR1W43PiqNHTMhpHCCHajiYQCJfdMry//OUvfP/996xZs4Z+/foxadIkJk+ezMSJE0lJSWnNdrYYm81GXFwc5eXlxMbGtndzWp/PoxKZavVNLxVaka9y1BRsgoTuak69JQk8lWCIUkO4i3eon+S+KjhTtg8OblZPChN7qP3C8bpVwsT89aqceeYIVWY8+tj4HInW0Sn6p897qE9qwZpUu9xZoZKG6y0Qc2g0WsluKNkJhVshqY8ahROfpRKYHtysypCnD1XLzHEqKXnuajV1ouvxKoBa9z3qqipRfTxnhSpR3HUkRKeC4TBTuUSn1Cn65pGqKlaVpCwJLTst2OcBR7mqElmRp6rKpQ9S186SXeq8kNRLjeCrLDh0DrBB11GHHqJogvt6l+MgJq22r/t94c8pMWkNNkscHVqrb5733M9YjTpumtzAVD1gQ245Dy/Ywo93TqFbolw/hBCiLTQpiFOtsrKSH3/8kSVLlrBkyRLWrFlD3759mTRpElOmTOH8889vjba2iE7zRTQQgLK98OsrsG2B+uI29vdqtEtjvph5HOrL4bLnoDJPzZsfNUsFaZbOUfPvT7wDUgaAOabVfx3ROXT4/lm6F1a/AVs+VTdQY2+EnpNVQGXZM6p0cHSa6quZI2RUjDhqdPi+eSQq8mHX96oao7tSTUM67kpIyD6y41Zfx1e9Dr99pq7DI69RgZk1b6lrcvowsMa3yK8hjk2t1TdPnfMD3RKtXDOh4TxpOwsruXveRhbceiIDM+XcIIQQbaFZj4qio6OZMWMGM2bMAKCkpIQnnniCp59+mueffx6fz3eYI4hWV7ILXpqmnvhX++halTfjzCcPP+IlZzm8eW5wFYzN82Dy/6kvjZs+hm1fw9n/VfPqZQqUEA0r3QMvnRRcDWbh/SoH1XuX1lZ1K94Je3+G0TfAxD+poI4Q4uhUeRDm3QQ7F9Yu+/FxWP0aXPudGpHaXKW71XW8qqR22YFboNdU6HMyzD0LTvgTnPCH0OlQQhwhNZ2qMYmN1ZSrCmeYXG1CCCFaRZNLjAP4/X6WL1/Oo48+yowZM+jevTsPP/wwCQkJXHnllS3dRtFULjssfiQ4gFNt6xdQuqvh/W158OnNoWVMAX78Nwy7qPb1gj+r4dtCiMg8Tlj6ZGg531HXwKIHagM4da14QU2XEEIcvQp/Cw7gVLMXwU9zVN9vDk8VfP94cACn2s5FtQmJf/q3CiQJ0cKq3F7MhsPnxLEaq4M4khNHCCHaSpOCOI899hinnXYaCQkJjBs3jmeeeYbk5GTmzJnDzp072bNnD6+++mprtVU0lrNMTdeIZMNHDe/vKIlcftjngcpCMMer154qNZdeCBGZowQ2fhy6PKUf5K2NvN/uH1utSUKIFrD2ncjrNn2s+n5zVJXC5k8ir9+5SCUsBtj/a/PeQ4gGONw+zI1IbGw1qkH9FS4ZiSOEEG2lSdOp/vOf/zB58mQef/xxpkyZQu/eDSc7E+0oUqlRUEmOm7svqISsgTqlJDWHv8gL0elpNE3fpyWTowohWp62getfQ+sOS9PwtVijqx0te7hruhBNFAgEqHL7MBsO/6zXqNei12qwOWQkjhBCtJUmjcQ5cOAAb7/9Ntdff70EcI5m1kQYclHk9UMOk3jakqgqXYSjN6lROC6bem2KhZj0ZjVTiE7DmgzDLg1dnrcOuo0Jv49GA9kTWrddQogjM+LyyOuGXRK5OtzhRCXC0Isjr+99kiobrtFCl1HNew8hInB6/AQAUyOmUwFEm/TYHDISRwgh2kqjH9+sX7++0QcdOnRosxojWojBohKi7vhGlSOta8QVEH+YihkxaTDzeXj9jNBcHdPugdWvq//WaFRiYwniCNEwvVFVovrtM1Xhrdqq1+D8V+DdS8FVEbzPxL9A1GESkAsh2ldiLxh8Pmz8MHh5XDfV55ub9F9vhgm3wrYvwZYbvG7gTCjZqR6mnPwQRKc27z2EiMDuVqNqGjMSB8Bq0mGTxMZCCNFmGh3EGT58OBqNhkgVyavXaTQaqU51NEjIhmu/hS2fqapSplgY93tIHwxRjXgymDECbvxZ5c+pzAdjDAw8Cwq3qkSLI65QX1ATeoDO0Oq/jhDHvPhuMOtL2L4Q8teCRg99T4HUgXD9YljzJuz7GaLSYOxsNRouKrm9Wy2EaEh0Cpz6CAy/BJY9Cx67Cur0mwFxXY/s2AnZ8LvFsHk+bPgATDEw4krwOlR1yOu+g6Q+YIpumd9FiEOqXOp7fGNy4gBEGfWUy0gcIYRoM40O4uzevbvF3/yHH37gscceY9WqVeTl5fHJJ58wc+bMBvf5/vvvuf3229m0aROZmZnceeedzJ49u8XbdkywF0H5fvVlzhgN/WdART5s+wZMUdD3NBh2sRrurdWBMarxx9Yb1JPAjKGw36W+KEalqCBQ/zNAbwF7Pmz/GvI3QvpQSB8ERdth/0roMlLtW/0l1utSCZB3/6CSJmdPgJT+EJvROn8bIZqrLAcOrFFTndIGQtfjIbarygVVn6tS9bkd36ngZu+phwKbRqg4ANu+Ar8f+p4KcV0gEICUvlC+T914xWaqZcl9YMrfVFJyvRnMsWHaMgi6joLodHXs3T9C2V6V3DR1oDqWEKLtRaeq6U1Z48DvVQ9N6ufAKtkDBzdDzjKIy4KekyAqFewHYecSsOVA1nhIGaD6vy1XXdtBnT8GnKmCODozuCuhxyTIXa2uv11HQu4qKM9VbUgdIOcDcUQqXdUjcRoZxDFJEEcIIdpSo4M42dmHmYLTDHa7nWHDhjFr1izOO++8w26/e/duTjvtNK6//nrefPNNli5dyk033URKSkqj9u9QKg/Cl39R1S8AbvgRPr8Ndi2p3WbRgzD1HhXEiUlr2vGLd6rpVHUrTxmscOWnKkBzcItaX7eMuTURznkR1r8HPz6uplld9bmavrXnJ3jnIlXdCoDHIKk3XPEJxGc15y8gRMs7+Bu8fnpwaW9znPocZ9SbJuqqhM2fwvzfq0AMwA+PwllPQ/4mWPF87baLH4Thl0OvqfDRNbXLv7sXpt+vgq3RacHTIg5ugddOh6riOm2Jh8s/gk9/r0obV0voofpmQsufp4UQjRTpQUnRDnjrfCit8zBMZ4SL31ZlyPf+pJYtfQrOmKMq1q16rXbbRQ/AqGthyl/Ve9j2q3NDSn84/lr43zTwuWu3T+wJV8yT84FotqpD06ksjQ3iGHWUVUkQRwgh2kqTEhvXt3nzZr766ivmz58f9NNYM2bM4MEHH+Tcc89t1PbPP/88WVlZzJkzhwEDBnDddddxzTXX8Pjjjzf3Vzh27VpSG8AZcSXsWhwcwKm26H41Wqcpqkpg3k2hpcM9VfD2herp/7uXBgdwqvf7+i4Yf7N6XZEPH/9OjRp499I6AZxDinfAN/eom2Eh2lvlQfjw6uAADoCzHN65GGz18kvZDsCnN9UGcEAFYXTG4ABOtbVvqhwW9YOW394TeuyKAnj/iuAADqiROh/OgjH1Rh+W7lZBXaftcL+lEKItVRaq62JpvdHMPje8f6WaOlktNlNVpKsbwKm28mU1Iq+yEN67XF1/x/0e5t8aHMABKNml3rN+ni0hGsnuPjSdqpE5caJMekqr3IffUAghRItoVl3KXbt2cc4557Bhw4agPDmaQ8OHWysnzrJlyzj55JODlp1yyim8/PLLeDweDIbQ3CwulwuXqzY5r83WAW5y7EXw81O1r4ddpIIukax5Qw23bqyqYsj5Jfw6R6maDmU/GH590XaV0LHagdXqeF5n+O1/mw/T75U5/Z3UUdU/q4rV6JdwbLnqM193+t+WMAHr/meEJjita/17Kilp3f4LKh9O5vA6bSlSfSmcsn3hR9Zt/0rtVz0VS4gjcFT1zWOZowR2fBt+nadKPfyISgF7IQw4C9a/H/lYPz8Fpz+hgjTRqeqc5akKv+3WL9V3BVPMkf8O4qjSFn3Tfmg6VaOrU5llOpUQQrSlZo3E+cMf/kCPHj0oKCjAarWyadMmfvjhB0aNGsWSJUtauIm18vPzSUsLvnlJS0vD6/VSVFQUdp9HHnmEuLi4mp9u3bqF3e6Y4vcGj4LRm0NHxdRVVRQ6CqYhkQIu1Rxl6j0jqf9eHkfkbf2+prVNdChHVf883OfeXe9mqSI/dBtjdMN90VESPmBpL1S5c2ra4grdpi6vKzTnRiAAXnkSKlrGUdU3j2VeV/Bovfocpeq8Aerc0OC1vKR21M3hzjUBf+gIHdEhtEXfrHQ2bTpVjElPqd0TsfiJEEKIltWsIM6yZcu4//77SUlJQavVotVqOeGEE3jkkUe49dZbW7qNQTT1blzqjwKq76677qK8vLzmJycnp1Xb1yZMcdBjcu3rkl2QPT7y9n1OaVoFKXO8+okkuU/kKVB6U/B7mWIarrATn1X7BVZ0OkdV/7QkRg5OanUqx1NdfU4O3S5/vUosGknWeMhbH7q876nBiZOtiZFLE2v1YLCE3hjGpMsoHNFijqq+eSwzxYSeO+pK6VtbQjzvMOePPqeopMk6g5omndwn8raxmTIKp4Nqi75Z6fJi0mvRacN/t64vxmzA7fPj8Eh1WiGEaAvNCuL4fD6io9WNd3JyMgcOqNwp2dnZbN26teVaV096ejr5+cFPvw8ePIherycpKXzZbJPJRGxsbNDPMc9ogRP+qG7kQCVHnfSX8IGauG7QfULTjh+TAdPuCb9u2CVgTYGxEaZvHX9dba4egMl/BWsy9JwcfvtTHpEKVZ3YUdU/o9Ng4p/Drxv9OzXloa70IZDcL3jZ7u/VZ92SEHoMUwwMPAu2fRm8PD5bVZiq35YJt4Vvy6hrYMtnoctPfkj1XSFawFHVN49l8dkw7R/h1/WapqZwVo+Y2fGdKk1ujgvd1hwPx12uzi3j/6D2KdwKPaeEP7acDzqstuiblS5vo0fhAESbVHaG4koZ/SWEEG2hWUGcwYMHs369epo8ZswY/vWvf7F06VLuv/9+evbs2aINrGvcuHF8+23w3PJvvvmGUaNGhc2H06El9IDrFqoyo7Zc2PAhXPVF7c2gzgCDz1cVKhKb+G+i08Ogc+D8V9QXUFBfHKfdA9Pvg+gUGH8LnPa4utkE9WXx1EchobtqS1w3Valq2MVqJM7M5+GE22ufDCb3hUs/gB4TW+KvIcSRM5hh5Cw465na8rxRKepzfcKfQqdBxWbAFR+rfapHzWSMUEHOa7+B/qeDRqumPfWZDtd+qwKaXQ7lp9IZYMiFqkJbYo96bbHA6OvhzCdrb8SiU2HGYzD+VojJrL3RS+oFF7+jShxHGJEohGgnWq0K1lzwuuqroPruhD/AGf8Bh02NroHa9dd8rUbnaTTqHNJ3hjp/xGeD0Qpjb4TT/wOrXoWRV6nXNcfoDZe8q95Tzgeimewub6PLiwPEWtR38BK7BHGCeBwyzVkI0So0gWZMYP3666+x2+2ce+657Nq1izPOOIPffvuNpKQk3n33XaZNm9ao41RWVrJjxw4ARowYwRNPPMGUKVNITEwkKyuLu+66i9zcXObOnQuoEuODBw/mhhtu4Prrr2fZsmXMnj2bd955p9Elxm02G3FxcZSXl3eMJ4uOMlU9R6MFa5L6b3flodfJYAnzRK8pKvJVrhCtUQVsdHUu6n4/VOarJ4I606HkjAfVa705dAi5z6MqAPm96oY5uollz0WHd1T0z0BAfe59LlVpKjo9eKpTfR6nymkT8KupgVGHRgW6KlT/JHBoiuKh38d2ANz2xvXRQAAq8g71sTpt8XmhsgD8HtBbwic6FqIFHRV981hXuledVzR6iO0CBpM6f1QcUPnh9Kba6nXOCnAeynlT9/xRre55Sm8Fv/vQtdUi19ZOpjX65t8+2cDPO4t5+Jwhjdq+uNLFze+s4dWrj2dK/9QWacMxzeOEL/4E695RD0aPuwpOuk8FYYUQogU0qzrVKaecUvPfPXv2ZPPmzZSUlJCQkBAxN004K1euZMqU2qHAt99+OwBXXXUVr732Gnl5eezbt69mfY8ePViwYAG33XYb//3vf8nMzOSpp55qdACnQ7LEq59qLX2BaGguv1ZbO2KhWv3XdekMENelZdolRGvRaJo2xc9ghvgwiSVNMeFzUjTUR8K2Jcz2Or30JSGONQnZocsM5vCjZc0x6ieSpp6nhGiCpk6nqh6JU1R5mKT8nUEgAPNmw9YFaqSc1w2r58KBtWr0ruSqEkK0gGYFca655hqefPJJYmJqT0SJiYnY7XZuueUWXnnllUYdZ/LkyQ1msn/ttddClk2aNInVq1c3uc1CCCGEEEKIhlU4vViMjQ/iGHRaokw6iiQnDmyZD5s+gUn/B91PUMsyR8C3f4cPZsGl76liCUIIcQSalRPn9ddfx+EILRvtcDhqpj4JIYQQQgghji0VTk+TRuIAxFuMMhLH74eFD0CXUbUBHICUfqoAyY7v4IfH2699QogOo0kjcWw2G4FAgEAgQEVFBWZzbTlen8/HggULSE2VubBCCCGEEEIciyqcXuITjU3aJ95q4GBFJw/ibP8GirerIgT1dRmpin18/0/oNRW6Hd/27RNCdBhNCuLEx8ej0WjQaDT07ds3ZL1Go+G+++5rscYJIYQQQggh2k6Fs2k5cQDiLQbyy0NH6XcqK19RFeJSB4RfP/RiOLBG5cyZvVTlxBJCiGZoUhBn8eLFBAIBpk6dykcffURiYmLNOqPRSHZ2NpmZTUjaKYQQQgghhDhqVDg9RDUhJw5AQpSR9fvLW6lFxwB7kZouNfr6yNtodTD+VvjsVvjxcZh6d9u1TwjRoTQpiDNp0iRAlfrOyspqUiUqIYQQQgghxNErEAhgd/mwGJtW+yQxykiBzUkgEOic9wdb5qv/735iw9vFZ8Hg82HpkzDsEkjq1fptE0J0OM1KbJydnc1PP/3E5Zdfzvjx48nNzQXgjTfe4KeffmrRBgohhBBCCCFaX5Xbhy8QwNrEkThJUSZcXj8l9k5aoWrzZ5A2GMxxh992yPlgiYdv/t7qzRJCdEzNCuJ89NFHnHLKKVgsFlavXo3LpRKZVVRU8PDDD7doA4UQQgghhBCtr8LpBWh6ECdaJULOLeuEeXFcFbD3J8ga07jt9WYYcSVs/QL2LW/dtgkhOqRmBXEefPBBnn/+ef73v/9hMBhqlo8fP57Vq1e3WOOEEEIIIYQQbaPC6QEgytS06VSpMSYA9pd2wiDOriXgc0PX0Y3fp8dESOgBix9qtWYJITquZgVxtm7dysSJE0OWx8bGUlZWdqRtEkIIIYQQQrQx26EgTlNH4kSb9FiNOvYWV7VGs45uO76DuK4Qk974fTRaGHoR7P4e9q9qvbYJITqkZgVxMjIy2LFjR8jyn376iZ49ex5xo4QQQgghhBBty+ZQ06maOhJHo9GQEWdmT5G9NZp19AoEYMdCyBjR9H2zxkFMJix7puXbJYTo0JoVxLnhhhv4wx/+wPLly9FoNBw4cIC33nqLO+64g5tuuqml2yiEEEIIIYRoZeWO5o3EAUiPNbOjsLKlm3R0K90N5TmQObzp+2p10P90VdmqIr/FmyaE6LiaFmY/5M4778RmszFlyhScTicTJ07EZDJxxx13cPPNN7d0G4UQQgghhBCtrNzhQa/TYNQ1/TlvlwQrX23M61xlxnctAY0O0oY0b//e02D167D2LTjxTy3aNCFEx9WkIE5VVRV//vOfmTdvHh6PhzPPPJM//UmdcAYOHEh0dHSrNFIIIYQQQgjRusodHqJN+mYFYbISrdicXvJtTjLiLK3QuqPQ7h8guQ8Yrc3b3xgN3U+ANW/CCbdDZwl+CSGOSJOCOP/4xz947bXXuOyyy7BYLLz99tv4/X4++OCD1mqfEEIIIYQQog2UOzxEGZs1UJ/uSSqQsX5/eecI4gQCsPtH6DXlyI7Tcyp8ezccWA1dRrZM24QQHVqTztIff/wxL7/8MhdffDEAl112GRMmTMDn86HTNX3urBBCCCGEEOLoUO7wEGVq3nf6xCgjSVFGVu8t5ZRBTajUdKwq3ApVRc2fSlUtfQhYEmDDRxLEEUI0SpMmvObk5HDiiSfWvB49ejR6vZ4DBw60eMOEEEIIIYQQbaesytPkylTVNBoNAzJi+WF7YQu36ii150eVnDh14JEdR6tTlao2z1Oje4QQ4jCaFMTx+XwYjcagZXq9Hq/X26KNEkIIIYQQQrStsio30c2cTgUwMjuBLXkV7OoMVar2/AjJ/cBgPvJjZY0HWy7krz/yYwkhOrwmnaUDgQBXX301JpOpZpnT6WT27NlERUXVLPv4449broVCCCGEEEKIVldW5SE5zXT4DSM4LiuBOIuBJxduZ85FwztulapAAPb8BL2mtczx0geDMQq2fgUZw1rmmEKIDqtJQZyrrroqZNnll1/eYo0RQgghhBBCtI8yh7vZiY0BjHotl47O4rnvd1Jc6ebeswbSOzWmBVt4lCj8DaqKIX1oyxxPq4fMEbDtS5j8l5Y5phCiw2rSWfrVV19trXYIIYQQQggh2kkgEKCsykOMuflBHICJfVOwGnW8s2If5z+/jG/+OJHU2BaYcnQ02f2jCryk9m+5Y3YZBUufBHsRRCW33HGFEB1Ok3LiCCGEEEIIITqeKrcPrz9AdDMTG9c1qnsi9541CK8vwPPf72qB1h1l9vwAKf1B34LBqcwRQAB2LWm5YwohOiQJ4gghhBBCCNHJlVa5AY54JE61GLOBSX1TmLc2F5+/A1Vd8vvUSJz0IywtXp81CeK7w87FLXtcIUSH0zJnaXFUsDk9FFe42JJXgcWko3dKNGmxJox6XXs3TQghqHJ5Kap0sSW/Ag3QPz2G5GgT1hZ46is6tgKbk/2lDg6UOchOtJIebyY1poNNzxCinZVVeQBaZCROteO7J/LFhjw25JYzvFt8ix23XeWvB2cZpLdCAuKMobBrsUqc3FGTQgshjph8c+4giitdPLN4B68u3VOzzKTX8uTFw5nUNwXLESSpE0KII1Xu8PDByhwe+fK3mieyeq2Gv50+gPOO60KsxdjOLRRHq12FlVz5ygr2lzpqlvVLi+Glq0bRLdHaji0TomMpsVePxDG02DF7pUZh0mtZsbu44wRxdi4GvQVS+rX8sdOHwZb5ULobEnu26KHz7fmsLVyL0+ukS3QXhqYMxaRrfiUyIUT7kTv7DuKnHUVBARwAl9fPTW+t5pvbJtE7Nbp9GiaEEMD2ggoe/GJL0DKvP8B9n21mWNd4jsuWII4IdbDCyfVzVwYFcAC2FlTw5w/X8fzlI4m3ymdHiJbQ0tOpAPRaLT1Tolizr6zFjtnudi5WJcF1LRfsqpE+CNDAnqUtFsQpcZbwyPJH+HrP1wSondYWZYhiZu+ZXD3oatKj0lvkvYQQbUNy4nQARRUunl60I+w6fwA+XJXTxi0SQohadpeX55bsjLj+he93UuXytmGLxLGiqNLNzkJ72HW/7CqpGTkghDhypXY3Bp0Gk75lbw96JEWxMbe8RY/ZblyVsG8ZZB7XOsc3RkNSL9jzU4scbp9tHxd9dhE/H/iZKwZewVNTnuLF6S9y77h7mdxtMp/u+JTTPzmdZ9Y8g9PrbJH3FEK0PgnidAAev5+C8sgn3t1Fdrx+fxu2SAgharm8PnLLHBHX7y9z4PLKOUqEsh3K0RGJ3S3BPyFaSondTZzFgKaFc7FkJUWRU+rA3hGC9buWgN8DXUa23nukDoK9S4/4MKXOUn737e/QaDTcM+4eJnebTLQxGr1WT1ZsFuf1OY9HJz7K9KzpvLzxZc759BxW5K1ogV9ACNHaJIjTAViNegZ1iY24/oTeyei18k8thGgf0SYDI7MSIq4flZ1AlEkSsItQKbGR8zUYdBriLK0wnUGITqrY7m7RfDjVuiZYANhZWNnix25z276CuK4Qm9l675E2CMpzoKz5I+kDgQB/++lv2Nw2bht5G4nmxLDbWfQWzut7HveNvw+rwcq131zL/cvup9LdAf6thOjA5M6+A4izGPjLqf3DJrGPsxiY0j+17RslhBCHGPVarjmhB0Zd6CXHpNdy1fjuUkVPhJUUZeTkQWlh1106JovkaEnKKURLKa1yE9MK1QIz41QQZ8fBYzww4PfB1gXQbUzrvk/aIPX/+35p9iE+3/U5P+b+yKxBs0i2JB92+4yoDO48/k6uGHAFn+38jLPnnc3CfQub/f5CiNYlQZwOom9aDC9fdTyZcbUlV4d3i+ODG8bRJd7Sji0TQgjolmThnd+NpVdKbZL1PqnRvPu7sTVPaYWoL95q5IGzB3PJ8d0w6NSTCrNBy+xJPbl5Sh+sUnlRiBZTXOkmugWTGlezGHUkRhnZXRQ+v9UxY89PUFUMWeNb933McRCXBft+btbudo+dx1c+zuj00QxPHd7o/bQaLVOypvDAhAfIiM7gj4v/yE3f3cRe295mtUMI0Xra/dvPs88+y2OPPUZeXh6DBg1izpw5nHjiiWG3XbJkCVOmTAlZvmXLFvr379/aTT2qRZn0TO2fyic3TaDc6UGv1RBvNeLz+9lZWIleqyUxykisDD0XQrQgu8tLsd2Ny+MjyqQnLdaMThs6LNCo0zEyO4H3fjeW0io3Gg3EW4wkx8hICtGwtFgz95w1kBun9Mbh9mI26DDoNJRVufH6/aTFmNGG+cwJIZqmqNJFn7SYVjl2Rpz52A/ibPgAYjIguW/rv1dqf5VAuRle3/Q6Fe4KLuh7QbP2T7IkceuIW1lVsIr3tr7H2fPO5vy+53Pt4GvJiM5o1jGFEC2rXYM47733Hn/84x959tlnmTBhAi+88AIzZsxg8+bNZGVlRdxv69atxMbW5oBJSUlpi+YeE9LizKTFmal0evhldwn/+HRTTULRE/sk88DZg+meHNXOrRRCdAQHyhw8+uVvfL4hD58/QILVwJ9O7sfpQzJIiApf9jk5xiSBG9FkFoOerEQ9uWUOHvx8M19vyscfgORoI385tT/TB6ZJqXEhjlCJ3U1sK+TEAUiNMbGnuKpVjt0mXJWw6RMYcCZh8xe0tNSBsP1bcJSBJb7Ru5W7ypm7eS5Tuk0hyZLU7LfXaDSMSh/F0JShLNy3kC92fcGH2z5kevZ0zu1zLqPTR6PTyjRoIdpLu06neuKJJ7j22mu57rrrGDBgAHPmzKFbt24899xzDe6XmppKenp6zY9OJyeR+jYesHHd6yuDKsL8uL2Ii15cxoEGqsQIIURjFFa4mP3GSj5ddwCfPwBAaZWHu+dt5MuN+fgPLROipRy0OZn16gr1+Tr08SqqdPPnD9fz/dbC9m2cEMc4nz9AucNDbCtMpwJIjTWzr/gYHomz8UNw26H3SW3zfqkDgADs/7VJu73727t4fB5m9JjRIs0w6ozM6DGDf038Fxf2u5C1hWv53be/Y8r7U/jrj3/lk+2fsLt8N4GAXPOFaEvtNhLH7XazatUq/u///i9o+cknn8zPPzc8B3TEiBE4nU4GDhzI3XffHXaKVWdWYnfz0Bdbwq4rsLlYs6+UTMmTI4Q4AgfKHKzPtYVd9/g3W5nSL4UMOc+IFrSn2M62gvCJUR/96jfG9EwivU5eOCFE45VWufEHaLWKb6kxJmxOLzanp9VG+7Qavw9+fkYlNI4On2i9xcVkgjleJTfuM71Ru7h8Lt7a8hYTukwgzhTXos0x681Mz57OSVknsbt8N6sOrmJ90Xo+3/U5AQLEGeMYmTaSCV0mMDVraqOSKQshmq/dgjhFRUX4fD7S0oJPhmlpaeTn54fdJyMjgxdffJGRI0ficrl44403mDZtGkuWLGHixIlh93G5XLhcrprXNlv4m46OxOnxsfFAecT1P24v4vShrVgaUYhG6oz9s6PYnBf536rE7sbu9rZha0RLOxr75rqcyNe1A+VOHB5fG7ZGiPbRWn2zxO4GaLXciamHptHmlFQxKLNlAwytbv37ULwdxsxuu/fUaNRonCZUqFqwawFlrjJOzj65FZuloWd8T3rG9wSgylPFrvJd7CjbwdaSrTy0/CEeXv4wJ2efzE3Db6J7XPdWa4sQnVm7JzbW1JtXGggEQpZV69evH/369at5PW7cOHJycnj88ccjBnEeeeQR7rvvvpZr8DFAp9WQEm3iYIUr7PruSZITRxwdOmP/7CgyGhjxYNBpMEnJ8GPa0dg3u8RH/syZDVqMOkluLDq+1uqbRYe+M7bWKJmUGNV/95c6jq0gjr0Yvv07dD8BUvodfvuWlDIA1r8DPg/oGv53CQQCvLXlLYamDCUtqo1GCwFWg5XByYMZnDwYgEp3JcvylvHNnm/4dv63zB46m+uGXCf5c4RoYe2WEyc5ORmdThcy6ubgwYMho3MaMnbsWLZv3x5x/V133UV5eXnNT05OTrPbfKxIiTYxe1KvsOt0Wg2nDE5v4xYJEV5n7J8dRZ/UGGIt4Z8DzBzeheQYSTJ7LDsa++bQbvFYjeFvBC45PqvmJlGIjqy1+mZhpQritNZ0qlizHpNeS07JMZTc2OOAD64GnxuOv77t3z91gGpD/obDbrq+aD1bS7cypVv7ppiINkYzPXs6D5/wMKd2P5Vn1z7LrYtvpcpzDP27C3EMaLcgjtFoZOTIkXz77bdBy7/99lvGjx/f6OOsWbOGjIzI5e5MJhOxsbFBPx2dVqvhzGEZnDks+O9i0mt54YqRZErOAHGU6Iz9s6PIiDPzxjVjQgI5I7MT+NPJfbEY2n2gpzgCR2PfTI81M/ea0USbgj9b43slcsOkXhj17VqrQYg20Vp9s6jSjVGnxWxonX6k0WhIjjYFFdw4qhXvhNfOgP3LYdJdYG1+padmS+oNOiPkLD/spu9vfZ8US0rNiJj2ZtAZOLfPufzhuD+wPG85v1/4e5xeZ3s3S4gOo12/Zd9+++1cccUVjBo1inHjxvHiiy+yb98+Zs9Wc07vuusucnNzmTt3LgBz5syhe/fuDBo0CLfbzZtvvslHH33ERx991J6/xlHF4/NRWuVBp9Hw8Mwh3HFyXwor3Oh1GtJjzSRGGTE2MM2huNKFzenBpNc1KvlxhdODw+3DYtQRc6wlqhNCNJtWq2FIlzi+vPVEdhbaOVjhol9aNBnxFpKjVe6D3NIq/IEAyVFGLKbmnR+qXF4q3V6MOm1QCelI556Ccgcur584i4G4Nio5XeH04PD4sBjkPNhcPp+fkioPGiAxyohWq6ZGFVU4qXB5MRu0RJsMdEuw8M0f1Wcuz+ZkYEYsGfFmkqJMEY8hhDi8okoX8VZDxJQGLSE52khu6VEexKkshO//Cateh6gkOPnhtp9GVU1nUIGcfb/A2BsjbmZz2/h6z9ec3vN0tJqjK5g9JGUIt4+8nSdWPcGdP9zJnClzjro2CnEsatcgzkUXXURxcTH3338/eXl5DB48mAULFpCdnQ1AXl4e+/btq9ne7XZzxx13kJubi8ViYdCgQXzxxRecdtpp7fUrHFVySqp485e9fLkxnwHpMdwyrQ/vr8xh8daDxJgMXDYmi0l9U+iaaA3Zt7zKTU6pg2cX72B9bjmpMWauP7EHQ7rEhd2+wulhW34FTy7czs5CO33SovnDtD70To2WmxghOgmtVkOXBCtdEoLPETklVSzZepC3lu/D7vYyuW8qV0/oTo8kK1pt4768uTw+9hRX8d/FO1i9r5TUGDM3T+nF4C6x5JQ4Qs49abEmVu8r4+Ufd1NY6WJEVjw3Te5NdqIFazMDSIdjc3jYml/Bkwu3sae4ir6p0dx6Ul96p0aHjBYRkeWWOvhgZQ7z1uai02q5ZHQ3ThuSTlGlm/8u3sGmAzYy4sxcPjabwgoXP+8s4spx3ckrc7B6byk3TOqFw+3jo1X7mbf2AFoNXDw6izOGZpARJxXShGiMogpXqyU1rpYcbWL/0RzE2folfHKDqkY1/DIYcAbo23n0eupA2PMTBAIq2XEYX+76Eo/fwwldTmjjxjVOn4Q+3DD0Bp5e8zTPr3uem4bf1N5NEuKYpwkEAoH2bkRbstlsxMXFUV5eflQMD28p+4rtzHz2Z0rsbqxGHc9fPpKb316NzRlcIeaE3kk8et7QkJuun3cUceUrK/D6gz8O157Qg+tP7EF6nS/Cbq+PT9ce4M8frg9px5MXD+f0IRnodRJlF03XUftnZ7K/tIo7PljHL7tKgpbHWQx8OHscfdJiGnWclXtKuPjFX4LOSZP6pjBtQCr3fLopZPtHzh3C/LUHWLaruGaZQafh7evHcnz3xGb+NpG5PD4+XpPLXR+H5ir476UjOGVQeoc6D7ZW38wtdXDB8z9zoLx2mP3JA1O5+Pgsrpu7knqXJK4/sSdlVW4+XL2fh2YO5sNVudwytTd//3RjyM1h37RoXr9mtARyRIfWUn1z1qsrsDm93HFy6406mbc2ly835LH+3lNa7T2abdM8+HCWKiM+7mYwHyXJl3NWwKL74da1kNgj7CYXfHYBZp2ZW4+7tW3b1kTzd87n0x2f8tLJLzE6Y3R7N0eIY1rH+YbZibm8Pl74fldNechzRnThreV7QwI4AD/tKGZvvaRy+4rt/P3TjSEBHIBXlu7G5gg+zsEKF/+YH3oTBfD3eRspiFAVSwjR8e04WBkSwAEod3h4ZvEObA73YY9RWOHiLx9tCDknXTy6G//88rew+zyyYAuXjckKWubxBbh3/ibyWiEHQ2GFi/s+C38e/Nu8jRGrA4paPp+fj1btDwrgAMye1It75m8KCeAAvPzTLk4bkkEgAI9/s43bTurDL7uKwz7d31ZQyc87ikMPIoQIUVjharWkxtVSok3YnF4qXaHfT9tV4VY1Aqf7CTD5rqMngANqJA5ELDW+tWQrv5X8xoldT2zDRjXPGT3PoF9iP/7209+odFe2d3OEOKZJEKcDKLV7+GJjXs3rMT0SWfTbwYjbf77+QNDrCpeXnYX2sNsGArAmpyxoWVGliyq3L+z2NqeXkkq5eRGis/ps3YGI677ZVEBpleewxyh3eNhZGP4LXkPnHl2YEtObDtioCBPQPlIHK1w4Pf6w68qqPDVBdRFZaZWHeWtzQ5ZrNJqIUy78AVWiODnaSIndTbRZz8IGrnfvr8yhshX+/YXoaAoP5cRpTUnRKk/ZUZUXJxCA+bdAVAqMvxWOtnwtpmhI6A77fg67et6OecQZ4xiSPKRt29UMWo2WawZfQ5mrjDmr57R3c4Q4ph1lZyrRHBoNGOrkmfAHVCnxSIy64MTG2sMksTPUuzE63PaSTFKIzsvYwBSi+ueSSCKdQg577omwvjXydDZ0jlVtafn37Gg0GtCH+Uwc7t9Zr9PgOzRMR6PRNPi50us08m8hxGH4/QGKK93Et8FIHIADR1OFqi3zVfWnMTe0f/6bSFIHwt7QII7b52b+zvmMyxyHXnts5GFLtiRzTp9zeH/r+6wvDE3LIIRoHAnidACJUUYuGNW15vWi3w5y2pDIZdfPGpYZ9DrGrGdo1/BDR/VaDUO7xgctS4k2RXxakxJtIjGqbSrCCCGOPucc1yXiurOGZ5ISffjzQ4LVGPac5PL4Gjz3hBtxMbpHYqsk60yJMYWUV6+WFivnwcZIjDJy6ZjskOUOj49+EXInGXVakqNNlFZ5yIwzU2BzMmNw5OvdVeO6Y5Uk00I0qMzhwesPEGdp3fNWgtWITqthf2nV4TduC4EAfP8oZI6AjOHt3ZrI0gZB8Q6oKAhavDhnMTa37ahNaBzJtKxpdIvpxkPLH8IfCD+iVQjRMAnidAAGnZbLx2bTPUklK/5qYz4zh3chMy70icKFI7uSUW951wQrD5w9OGw1lb+ePoD4ejcqqbFm5lw0PORJtF6rYc7Fw0mLOUqfZAghWl3XBCvnjMgMs9zCdSf0bFSlqIQoI4+eNzTknPTq0j3889whYc89j5w7hFeW7g5aHmvW848zB5IW2/LnpNQYE/+5cHjIKA+DTsOci4a3ynt2NBqNhlMHpTEwMzgZ6+Nfb+WhcwZjMehC9rnz1H689+s+jDotfz19AP/+Ziv90mIY0iU0oeuJvZMZ3i2+tZovRIdxsELlpWrt6VRarYbkaOPRU6Fq9/dQsAkGn9feLWlY2qGpUnuXBi3+ePvH9I7vTWZ06DX3aKbVaLlswGVsLt7M/J3z27s5QhyTpDpVB5JX5mDF7mI2HLCRYDVw0oA0ftlVwleb8okx6bl8bDZ9UqPJiA+t1OHx+Nhb6uCTNftZvbeM9DgTV4zrTmacOagyVTWXx0dOqYOvNuZR7vCQYDVyyqB0uiVaMOpDv3gL0RgduX92JgfKHGwrqOCt5fuodHk5ZWAaU/qnkp0U1ehj+P0B9pdV8emaAyzdWUSXeAuzJvSga4KZokoPb/6yl9/ybQzOjOOS0VnEmvXsK63i9Z/3UFjhZnSPRM4enkn3JpQ1byqHx8f+kire/GUvWwsqGNJFtaVrQsc7D7Zm38wvd7B+fzkHK1wEAgH6pkcxMD2OMoeHt5bvY21OGVmJVmaO6MKafaWUVnk4fUgGG3PLAZjSLxW9TsPKvaW892sOOo2Gy8dlM7RrHKnyUEF0cC3RN3/YVsiVr6zgqYuHk9LKfeahLzaTnRzFfy89rlXfp1HeuwLy1sFZz7TOvNuWNO9G6DMdzvgPAAcqD3DqR6dy1aCrmNh1Yjs3rnmeW/cce8r38Pk5n2M1WA+/gxCihowxbkc2p4eCciffbMqnwuVlSv9UUqJNfLVBvT55UBrdEq0kH5pDXGJ3k1taxVebCtBp4JRB6WTGW0g4NGxfr9PSJcHK5rwK/H6VG2dS32QGZsSg1WiItxox6sPfzBgMOnqnRvOHaX0od3iwGnREmSM/kTHotJgMWjLjLZRUuekSb8Fk0GLoQCV1hWiusio3uWUOvt6Yjy8Q4JRB6XRNsJAYZWrvptUorHCyu6iKhVsKiDXrOWVwOmmxZmIa6PeNFWPW0yMpipsm9cQXUE93rUYdeWUO8sqdfLUpH4AZg9NJjzWRER/65U2r1ZCVGMVNU3oz64TuGHU6jHotXq+fEo2HSX1TGNYtjqQoI1qtSpiZEmtmQEYsLo+PWLMBXSufjywGHX3SYrj7jIG4vD7Mel2HKiveVvwBNfpqXU4ZJ/RJxun2M2fhDhKjjMwc3oUzh2biCwRIjTHRPz0Gp8fH1xsLyC1zcEKfZPQ6LelxZs4YamFq/1QArEb5eiNEY1VX02vt6VQAydEm9hUfBdOp7EWwdQGMuvboD+AApA+BXd/XvPxkxyeYdCZGpx+7pbrP73M+f1v6N97Y/AY3DLuhvZsjxDFFvuW0E5vDwzsr9vFInXK5z3+/i1HZCcya0IPfv72a577fydT+qfzzvCFoNRoe+mILn6ypreTx1KIdXDo6iz+d0hefL8Bt761j6c6imvX//nYbN0zsicfn55WlewC4+/QBzByeSXKEJy1GvY6UmMM/Qd6cZ+OSF3+hok6ZyFiLnvd+N44BGTKCQnRexZUunvh2G28t31ez7L+LdzJzeCZ3nz6Q5Jj2D+QUlDu5+Z3V/LqntGbZY99s4+7TB3DRqG7EHEEOGZvDwwercnjg8y1By+fdNJ5Xlu5hfp3qVS/+sItzR3ThT6f0o0uYEYKgEghH15mCteFAOVe+vCLk3PPWtWMY0jUeq1Hf5jfwBp0EsJtrf2kV983fzKKtB3nhipE8+MUWNh2w1ax/7Out/PW0AWw6UM5XG/N58YqRzPlue03VxJd+2k2P5CjeuHY0XROsErwRohkKbE5izPqID/paUkqMiXX7y1r9fQ5rw4fq/3tMat92NFb6UBV0Kt+PNyadj7d9zJiMMZiP1mTMjZBiTWFKtym8svEVLux3IQnmhPZukhDHDPnW2U72lzqCAjjVVu4tZXOejTE9EgGVpHjF7mJW7y0NCuBUe3vFPjbn2lj428GgAE61F37YxdieSZgN6p/6wS+2UFBxZCXAC8qd3PDGqqCbKACbw8uNb67ioM15RMcX4li2Ja8iKIBTbd7aA6zaVxpmj7bl8wf4cPX+oABOtQe/2ELuEVYNOVDuCAngjMpOYH+ZIyiAU+3jNblsOjQt5nD2Fdu5+e01Yc89t7yzhpwSe/MbLtrFsp3FfLulgJMGpLH4t4NBAZxqDy/YwszhXfD4/Nz89hquO7Fn0PrdRXYe/2YrVW4pJS5Ecxy0OVs9H0611FgzpVUeKl3t3F83vA9dRoL5GHnwmD4U0MCuJXy//3sOOg4yudvk9m7VETu95+kECPDShpfauylCHFMkiNNOPliVE3HdR6v2c/rQ2mobOSUO/vfjrojbv/TjLnIbSBL33ZaDnNA7ueb1Z2FupJqiyO6KeKO3p7iKErv7iI4vxLGqyu3lpZ8i99UXf9hFucPThi0KVVTh4rWf90Rc/9Hq0GBxU3wcZv+rJ3TnzV/2RtzntZ/3UGI/fHC55NA0tXD2FFdRVtW+f1vRNHllDuYuU5+LGYPTwz6oqPbrnhKGdY2nwuXF6fURUy/p9Rfr8yiulGuPEM2Rb3OSYG2binqph0ajtuuUqtK9kLsKuh9DuWTMsZDcB3Yu4t3f3qVXXC+yY0Or+x1rYo2xTM+ezru/vUuBveDwOwghAAnitItAIEBhA6NhbE4PVmPtlCadRtPgjV+Zw9PgdN5yhydoiPmRBllc3obLAR5uvRAdlccXoLyBQEK5w4PH1779w08AWwPnk6LKIxupVxTm3GY26Bo8h9mcHlyew/9dDreNU849xxSvP1DzuTDqtVS5fRG3tTk8WA5dFyucXszG4Gm/Hl8Ar79T1WkQosXklbddEKe6ct++9hw5uflT0Bmh2/Ht14bmyByBb/u3rDiwjKlZU9u7NS3m5OyTMeqMvLj+xfZuihDHDAnitAONRsNpQzIirh/TI4kNubVDyrVaTU2yxnCmD0wLKXNb19ieiWw6UDtdYdqAtKY1uJ7kaBMGXfg3NOm1JEa1zRcBIY420SY90wdG7l/T+qcSZ2nfnB3RJj3jeyVFXD9jcPoRHf/UMPuvzSkNGg1Y38Q+KSQ14ryRHNPwuacxxxBHj6QoIxMOfS62FVQwooFy4COyE9hWUAFAVqKV4nrBxl4p0SEl6YUQjXPQ5mqzIE6sWY/FoGNPe47E2TIfMo+DY60iUpdR6Fw2xgWMjEof1d6taTFWg5VTu5/Kxzs+Zn/F/vZujhDHBAnitJMR3eLpnhR68TDqtFw1PpuPV6mTmMWgY2r/VC4dnUVsmJu/xCgjZw/vwulDMzGFSUjXLdFCSoyJnYXqiUef1OgjTjycHG3khok9w667eWpvUo6CxK1CtAedVsNZwzLDBhNizXouHZOFQde+padjzAbuPLV/2GBIz+QohnaNO6LjD+kaR8/k4FLizy/ZyfkjuxEXJmFyvNXA+SO7YjQc/u+SFGXk6vE9wq773cSecu45xlhNeq49oQfRJj3vrNjH7Mm9wj6QGJgRi8fnp6jSzelD0vl1dwn1B93ce9ZA+fcXohm8Pj+FFS6SotsmiKPRaMiIM7OnqJ1G4lTkw/5fIXtc+7z/ESiPTadCq+VSbSIGbdvkMGor07KmEWWI4oV1L7R3U4Q4JkgQp51kxFt467oxXDY6qyb4Mq5nIq9dczwv/biLSreXyX1TmPf7CWQlWumWaGXeTRM4dVA6Wo26WTxjaAYf3ziebolWeiRFMe/3E2qedpv0Wi4a1Y3Hzx/GffM3YzZouXR0Fi9fNYqsxCN78mA16pk1oQePnjeEjDg1LLZLvIV/XzCMy8ZkYW7EzZgQHVXXRCsf3TieM4dmoNNq0GrglEHpfHLThCPuey2lV0oUn9w0gbE9VQJ1k17LFWOzeOO6MaTHha8S1VgZcRbevG4MV4ytPbeN6p6IUQcfzB7HyQPT0Gk16LQaTh2Uxvs3jKNnSnSjjh1vNXLNhO7cf/agoHPPI+cM4bIxWS1SHl20rexEKx/MHsfAjFg+WJnDc5eP5LiseACsRh2Xj8niTyf35bnFO/nraQP462kDMOg1xJrVQ41BmbG8+7uxHJclVU2EaI7CShe+QKBNR1GnxZnZWVjZZu8XZOsC0Oig67FXmvvrfd+x0WxmZGleezelxZn0Jk7rcRrzd81nT/me9m6OEEc9TSAQ6FSTyG02G3FxcZSXlxMb2/YZ6fcU2SlzeHB5fCTHmEiwGHB6/QQCAaKMesocHkqq3Hh9AVKiTRj1GvJtLgKBAJmxZryBAE6vHw1gNmgxGzQcKHOj02pIjzVic/oosbvRazUkRBnRAnk2J0a9lniLAaNey/5SB2aDjqQoIz5/gGK7G6tRR7RJj/vQE5loo544qxG720tZlZtok54Eq4GM+OCb0AKbE4/Pj1GnxWzQcbDCSYXTS7zVQFKUidgjKFUsOp/27p8tqcrlpczhIQDEWfRBZbLbktfn52CFi+JKFwHUdMjUGBNVLg+lDi9Ojx+tBqwGHelxJmxOH8V2FyV2N1ajnoQoA13irewvraLC6cXm8BBnNRBt0tM1wUpRpTp2ldtHYpRRTbfU+Mm1uSmr8uDxBUiKNhJvNmAxaim2e3B4VO4Ti15LcrQRr1/dSBRXujHotSRaDWQlRVFc6aKkyk3pobYkRhnJjLdQandRUOGiwuklzmwgNdZEfISpAIFAgAKbk2K7Oq8mRRtJiTZhihBsdnp8FB76exn1WpKiTTU5HDqzI+mbJXY3JXZX0LUh2qQjp9RBid1NSrQBjx9K7B713z4otrswG3REmfTYnV70Og1mg44yu5sos54oo46iKhexJiPpsWYMem3N51zDoc95rBldQ3ONhegAjvS6uWpvKec99zP/PHcI2UlRh9+hBXy4aj+Ltx5k9d+nt8n7BXnzPKg8CKc83PbvfQRs7gru/OFOzjGmc8ruX9lw0Ss4E7Lau1ktyuPzcNdPdzEmfQz/mvSv9m6OEEc1mUDeRjweHxvzbNzyzhr2H6okZdJruWFSTy4c2Y04i57VOeXc8f46Cg/N9Y8y6vjjSX3ZX+agvMrD6B4J/POr37A5VFnGeKuBR84Zgi/gZ2BGHJ+szeOJb7bV3CClxZq498xBvPrzHlbsLqFLvIU5Fw3n7eX7GN0jiY25Zby/cn9NMsjeqdH8/fQBPPjFFp6+ZAQPL9jMgo35VIf5RnSL54kLh9GjzlPz6pub/aVV3PT2alYeKlus0cCpg9K596xBcgMkOiWrSY+1nXN0VLm9LN1RzJ8/XFdTuSnOYuD9G8ax8LcCnlq4HeehZMEZcWaevmQEv+wq5j/fbcd36LwwqW8S9589hL99spGfdhTVHPusYZncMrU3t7yzht/yVa4SnVbDRaO6cs0JPbnq5eXkljsBFXD+w7Q+jOmRxKzXfq1JZhtvNfDgzMEkWY1c/dqvNUnRuyVYeG3WaJ7/ficfrd5fM3VmYEYsT10ynKcW7ggqVz6lXwoPnzuEjHqjiLw+P+v3l3PTW6vJt9W25c5T+3PuiC4hgZ8Su5t3VuzjqYXba9rSNcHCc5ePZFBGLFoJCDRZbqmDP763Jqik/c1TejG+d/L/t3fncVFV/R/AP7MxMzDDjuyryqKIG4rggrihpklZapaPltlPM5fMNq00l3zMNJ9yizJNy+V5Mk1zz1wyd8UNEFwwUEEWgWEdGPj+/iBGRgZEBAaG7/v14qXcuffOdy5zzrn3e889B9O3XMQXL7bHjdRczNsVg2/+1Rlbzt7Hd38moOifAcBdreWYO7QtvjgQB4lIiJkDfPB/P15AgKsF5gxpg9Hfnsb0/t4wEQnw0Y6rUBWWtY/WZiZYNqI9unnZcO9QxqqRnF12TmqjaLjHEZ0t5f8kd4sadhxFdQ6QcAzoNLbh3rOO/HZrFwDAvvUglCRdhtWtY0ju/IqBo6pbEpEEQ7yGYGPMRrwe8Dq8rbwNHRJjjRY/TtVAkrIK8K+1Z7QJHKBsFqevDt3AyVsZSFGp8foPZ7UJHADIKyrBwj2x6OJhhec6OWH2jqvaBA4AZOUXY/KmC2jjaI6baXlYuDtWm8ABgPsqNaZvvYg3e7eEQADczSrAuHVnML1va9zJzMemM0k6s3ncSM3Fuz9fxtIR7fHtn7ew+8rDBA4ARCVlYdJPF3AnU3cwuvRcNSb9eF6bwAEAImDv1RQs2hOL3EKe9pcxQ0jMyMcbG8/pTL3dwcUCcfdz8Pm+OG0CByibnWTM2jNo62ShTeAAwDsDfCslcAAg1NsO49ad1SZwAKCklLDpTBI2nf4b/hXG1iksLsXifXG4lpKjM15QVn4xpmyOgsxEBLMKM+i1c7HADydv43/n7+iMfRKTrMKr68+iZ2vdQZIPx6Vh9varyM7XnXnvblYBRn93SpvAKY9l3q4YXEjMxKOOX0/Hkv1xOjPs3ckswEuRp6qc2pxVLSNXjTc3nddJ4AgFQBcPa4z7/izszaWQSYR49+fL6NfGHjdTc7HqyE1tAgcAkh4U4O2tFzGjvzcu38nGp7tiML1faxyKTcVne2Lx/bhAKGViTN1yUZvAAcoScuN/OIfEBwYcPJWxJuBuZgHkEhHMTBou2eliVZZwLx+svMHc/AMoKQJcgxr2fZ9Scl4y/kj8A0GOXSGTmiPXwR821w8BRvgwRQ/nHrCV22JF1ApDh8JYo8ZJnAZy/EY6ctQava+dupWBn8/fQXGJ/sp448m/kZxVqLeuLiUgK1+Drw5d17utWlOKU7cy0MWjbOyLvKISPMgvxo+n/9a7fmqOGmk56koXbOWupeRUmh49LUetM5tWRbsuJyM99+mmNGeMPTl1cQki/7xVqd54o5cXVv5xQ+82BcUluJiUhfYVEjASkbBSfWAuF0MkFFSZ2Nh6NglDA5wqLV9/IgEjAl11lhEB6/5KwPR+rbXLBrdzxP/O6Z+hIulBAaRiYaWZiP64loqMPN26Zn90ik6iqqKlB+LxoELSPC1HjaUH4/Sum6vW4K8q6kRWtfRcNS4lZess6+Zlg2PX01FUUoqPh7TBysM3AQAvB7lh9ZGbevejKtTgdkY+WtqZ4WZaLqzMTCAVC7E/5j4AAbacSdK7XUkp4YcTt1GkqXrqcsaau7tZBbBTSiEQNFxPQ0dLGcQiAWKT9Z871ptrewArT0D5dLMwNiQC4cfYn6A0MUcX+7JxfFTOnSDPSoJZqv42qykTC8UY1moYDicdxqW0S4YOh7FGi5M4DSTmXtUNlYlYiJhqGrJb6XkQVzGtLgBIRAIkVDPKf0J6nnYQUKBszIeKPXoedT01FzZmVXerffTCLfWRpE5FJaWEvKKq34sxVj/yi0oQl1L5LqeFqQlupVc9oGRCeh4cLR8+lqQqqNyTzk4hRVJm1T0c8opK9D56VLbvyo9X3kzLg0OFOkoAgU6vwkfdzSrQ2wU/p0JPDCJCVGJWlfu4mZYLdYUeH8Ulpfi7milvr9zNrvI1pt+jCX8AcLKU49Y/syWamoi0g5vKTUS4l11Yaf1yt9MffkfuqwphIZeACFAVFiOhmu9zbHJOlYk8xlhZb0PbBpqZqpxYKISblSmiqzk3rnMlxUD83iY3oPHxu8cRkxGDfu79IBaW9ZbKs2uNYrklbK/tMXB09aObYze4KFzw5fkv0cyGbmWsxjiJ00DaOFU92FxxSSnaVDPtt5etmc7jDZW3J3jaVj0YnaetGZIrnBzLJCK905WXa91CgYy8qhMzzpa64060qGZaV5FQUOmOOWOs/pmaiODjoKy0PLugGF62Vc8G5WlrhpQK9YW+wcnTctVwtap6pi0zExFK9dRZnrZmSM6qfKHe0s4M91W6y+XVjGNSPp7Co5Syh3WNQCBAx39mOdKnpZ0CUtHDJlAiEsLdpurP1M756aZeb470Tfl9L6sAXnZl7VV+UQla/jPGWmFxCZwsqh4/zaPC99LeXIbsgmIIBIC5TALPar7Pfo5KyCR8qsNYVZIe5MNO2fBjF3ramuHynayGe8O/TwCF2U1qavGUvBT8FLsJ7Wz90dLC6+ELAiGyXLvC5vofEKkNNMtXPRIKhBjuPRzn75/HsTvHDB0OY40Sn9k0kB6tbKtMZnT1sMHwzi6QVNHbZkywOxwsZNDX01UoACxMxZjSp5XebaViIbp52eDs7QcAyi6urE0leCXIXe/6dsqymWvKpyp/lK+DstKJuZ1SCn9n/UmooQGOOmNgMMYahlQiwoSeXpXqjcijNzE5rKXebeQSETq4WuJiUpZ2maaktFJ9oCrQoISoUkK33Igurth1+V6l5eNCPPDfc7qPvggEwKvdPfHlwYePhO65kowXA1307tvVWo6iklLkPvJ4ah8fu0p1TXhbhyov4N8Z4A3rCgN52imlmNFf/yCKCqkY3auoE1nVbBVStHfVTX6dupWBXq1tYSISYuHuWLz5z3fxp9OJmNRb//fSXCaGh40pbqbloaWdApl5RVBrSjGgjT0Awqiurnq3EwkFGBviARMxD2zMmD5EhKTM/GpvxtWXVi0UuH4/F6qGGjfx2m+AogVgrb+eaWzyNPn4T9RXUEoU6OvWr9LrWe7dICjVwC5mtwGiq38BtgHwtfbF0vNLoSnlHv2MPYqTOA3E1VKOjeO7agdzA8oSLFP6tEL3VjZwMJfi238Fwq7CRYWZiQizBvvi7O1MbL9wDwuG+ev0oLE0leDrlzriWrIKre0VmP2Mn87d6xZKKb4c2QGrjtwEUdnd6/WvdsXyQ9fhYmWK0V1dIa7wyENLOwWWvtgeM/57CRN6emGwv4POBWAHV0usfrkTXB65A2+rkGLNK53R2d1Ku0wgAAb5O+CDQX5QyHiaccYMwd3GFJGvdIZFhd40UXey4OOoxLvhPpCKHzYBjhYybBzfFdH3snWmZV6y/xoWPudfKZFzNC4V61/tAh/7h719REIBRnd1xctB7rhy5+HjR1KxEO+F+8DX0RzpFXr5Wcgl+HpUR+QXaXQeu7yUlImxwR54obMzKj6V5eeoxPfjuuBYnO74NGE+dlj4fDtYPDLblLOlHJte7waHCjPkySRCfDK0DTq5WeFRPVvb4t1wb53j4mwpx+YJ3eBURcKKVc1GIcWq0Z3QxePhsS4l4NztB1j/ahfcyy6EurgUnw9vh4PR99GqhQKTQlvCpEIPKVdrOb4c2QHLDsajnbMF5gxtg+W/X0cf3xaYNdgPb2w4h5zCYvxnVAeYV+iJZWUqwXdjA+FmXXXvKsaau9QcNQqLSw0yi6iPgxKEsvqg3pWWAjE7Addu0HtHtJEpLFHjqwv/QbY6CxGtn4NUVPlmaInMHCqXTnC4/DMEmqp7zzdVAoEAI31G4nb2bfwc/7Ohw2Gs0RFQM3vYUKVSwcLCAtnZ2TA3r/oRprpSXFKC9JwilBDBXCbGg7xiZBUUQV1cClulFNZmJrD658KjuLgEd7ILkZlXBE0pwU4hhUQswH2VGkQER3MpikoJGblFEAiAFgoTSERC5P/zvL9SKoJKXYKM3CKIRQLYmJlAgLJZZ6RiISxNJZBLRMgqKIZIIICZVIziklJk5BVBLhFBKROjqKQUaTlqKEzEsDA1QV6RBln5RVBIxbAylcDRsuoT4rLpItXIKdTAQi6BrUKq91EMxqrS0OWzOdCUlCI1R430fwbxtVWU9bbLUxcjPa8YGblqmIiEsDI1gYuVDHlFGjzIL4ampKynn7mpGLZmMiRl5iO3UANVQTHM5RIoZGK4WpkiPVeNjFw18otKYGVmAlszE5gICXdVRcjKL0aRpqyus5RJIDcR4r5KjfS8sjrMxtQEDuZSaErLHtFKz1XDRFzWW9DNxgwZuWo8yC9CZl4RTE3EsDI1gbOVHFn5RcjILYKqsBgWcglszEwqJXDKERHuqwqRkVuE4tJS2CqksFNIIZWIkKcuRlaBBgKUJcVNTcQoLC5BWk7ZZzIRC2GjkBrkAqexeZqyWbFtMJdLIBcLIRYLkK8uRWZ+EaxNJSghICOvCLYKCUpLBcjIVZfNWiYVI7dQA4lIAJlEhMy8IpjJxFBIy/5vITeBrUIKiViI1Bw1MnLUZd+tf/5uIp4Wnhm5pymbp25lYFTkKXzxQns4WzVsopqIMHVLFIa2d8KcoW3r983+PgmsGwgMXAzY1/N7PaXcolz8J+orJKoSMcLnRTgrnKtcV5KXDq/DS3An6DWkdBjZgFE2nO+vfo/LaZex+7ndsJRZGjocxhoNHqykHqVkF2LDydvYcPJv5Ko1CHCxwCdD2sDP0Rxmeh6tkkhE8LQ1qzS+jYuVKYgICel5+HxfHA7EpCCigxNe6+GFJftjcOx6GsRCAQa3c8TUPq3R1dNaZ3s3GzMUFGkQk5yDebsu4tKdbJiZiPBKN3eM6+6Bjo/cka5ufIHqWJuZ6B1slDFmOGKREE6Wcp2eJPnqYiRkFGDRnlicTngAqViI5zo6Y3LvlriemovP95dNB24hl2BMNzeM7OIG1yp6NNgqpLBVVO6K72mrvy7wtJPA067ycqVcAi873brHRiGFjZ59W5qawLKKpM2jBAIBHCzkcLB4+PmJCLfScrF4XxwOxqRAKBBgoL8DZg7wgYetGVytTav8vOzJlbcNKdmF+PHUbfxw4m/kqDXwdzbHJ0PawE4pg6lUDCfLElxLycG836Lx4UBf3MkswNID8biZlgsbMxOM6+6BiA7O2r+Ni5VuW+lsKa/yET/GWGUJ6XkQCoAW5g3/OJVAIEB7F0scjLmPT4a0qd/ZsaJ/AUxtgRZ+9fcedSAxJwkrolYgT5OHkT4j4KSoPMtjRcVmtshyD4LT+Z+Q7j0AGtPKPUybuuGty8bG+U/UfzAneI6hw2Gs0eDHqepJWk4hJm+6gFVHbmrHbrh8JxsvfnMS0feefJaTpMwCRKz6C/uiUyCXiDGhV0uM+OYkjsangahscONfL97D6O9OISGt8iBn0fdUeHHNCVz65xGHvKISfHPsFib9eAGpOVXPCMIYMz430vLw4poTOJ1Q1o1drSlFXpEGl+5m47UfzuHaP7NaZRcUY8Xhm/hoxxXceVD1zE1NTdKDfESs+gv7o1NQSoCmlPDb5WQ8v/oE7lQz6xarvfQcNaZticKKwzeR80+bePWuCiMjT2nHYLqWrMLzq/7CoLb2uJmWhzd/uqCdvSojrwhLD8Rj8b5ruMt/I8bqxI3UXLRQyiARGeZyoJuXDe5kFuBCYmb9vUlJMXB1G+DRExA0zsueEirFvtv7seDUfAgFArzi98pjEzjl0nzCQQIB3P5aWc9RGoaF1ALPt3oeP8f/jIupFw0dDmONRuOszYxA4oMCnP+7cqNEBMzdGYOM3Jo/v1pcUorNpxO104K/G+6NtccTkF9UeQre+yo1Dsel6ix7kKfG3F3R0DfB1cWkLNxO5xNixpqLjFw1lh6IR3GJboXwaognFu25pnebo/HpeJBfeTaopqi4pASbzjysTyt6kFeEXRfvVTsbIKudpMx8bdKwIiJg7q5o3MsqwLzdMSgloLePPZbsj9O7n98uJ0NVyINcMlYXrt/PMWjvtTZO5nAwl2Ht8YT6e5Mbh4D8DKBlWP29x1NIyr2Dz05/hv/G/Rft7TrgFb8xsJJa1nj7UhMz3PePgM3NI7CJP1h/gRpQmFsYvCy88MmJT6AuMb7xfxirDU7i1JPj19OqfC0mWYU8deUETFVUBcU4dO2+9ndfR3OcuJFe5fqHrqXqJIny1CW4eldV5frH4quOlTFmXHLVGpy6lVFpuVAA3M0qqHI7fUnppkhVoMGh2NQqX98fcx85DTVbSjOi7ztXLv5+LvLUGlz4OwtA2dTjGXqmkC8Xm1x1e8YYq7lrKTlwtTZcEkcoEODZ9k7YcyUFJ29WXUc8lagNgLVX2U8jUliixn/j/4dPT8yFSp2Nl/xeQl+3PhALn3w2vRynDsh2CYTH0S9hmhZfD9EallAgxLi245CkSsLKKOPsccTYk+IkTj2x1jOOQzmpWAhRFdOJ6yMWCWFeYYanwuKSagcMtpRLdKbVFQkFOrOtPMpWwePYMNZcCACd+qScRCSsdtIOYxnvSiwSVlt/WphKdGZHYnWjuu+PRCSAWCiAqUnZxYtJNe0VUDYINWPs6WTkqpGao4abtdnjV65Hod52aOtkjok/nsfeK8lQa2p+k/OxVPeAuH1A6wF1t886cCntMj46/hF+//sgQpy6Y5z/OLgqXGq/Q4EAKQHDoVY6wHvPLMiykuou2EbCRemC51o/h/XR63Eq+ZShw2HM4PhMtZ70bGWLqibFGN7JBTZPcEFkIZfgjV4P7yBsPZuEV7q5V7n+y0HuMJM+PMm1UZhgRBdXvesKBECoT4sax8IYa9ocLeV4qWvl+uBmei7CvPXXBVKxEP5OFvUdWoN4tD591Os9PGGqZ+B59nS6edlUOVPUsA7OsFNK8VJXNwBlM6pVnJa8IoVUDA8bw150MmYMrtwtGyPx0ck0GppQKMD0ft7wtDXDpJ8uoO0n+9HniyOY/1vM04/ZeOZbQCwFvPrUTbBPKbsoG6svrcHyC8thbqLEq/6vIcQpGCLBk/e+eRSJJLjT9TWUimXw/XUG5Bm36iDixiXcIxx+Nn5479h7uJ93//EbMGbEOIlTT1qYS7F8ZIdKd7a97RV4q08ryCRPVmF3crfCcx3LphncezUF7V0sEOZTeYqXcSEecHtkVhWpWIRJoS3h66DUWS4QAEtfbA97A8xKwBgzDIlIiBFdXNH5kVnpFu6OxaxnfCt1rRcLBfhqVEe0UBpHTxwA6OxmhYgOlQeNHN3VFW2ceGr7+tDCXIavRnWsdHOjpZ0Z3u7XGgqZBK/39IS/kzk+2nEVCyLaVWqbpGIhVr3cCXZG9F1kzFCiErOglIkbxTmgQirG+wN98e/n2+FfwR7wslPgv2eTMHD5n7h8J6t2Oy3MBs6uLeuFY2LY2QYJhL/uncDs47NxNeMqhngNwYs+I55o7JuaKJEqkBj8fygxMYXfjukwTzpXp/s3NKFAiDfavQEAmHZ4Ggo0VT8CzpixExBRsxrBUaVSwcLCAtnZ2TA3r9+T9Ty1Bqk5hfg9JhX3cwoR6m0Hb3sl7M1ltdrfgzw17mYWYN/VFEhEAgzr6Iy0nCLsv5oME4kIg/wdYGNmAmcr/Y3VfVUhrqfm4khcKloopejfxh72/0ztylhj0JDls7lLyszH3+n5+D32PszlYgzyd4SDuQmyC0oQnZyNM7cewMlSjj6+LdBCKYVFDaf0bioq1qcCgQCD2jnAyUIOKyN5bKyu1UXZLCjSIEWlxh/X7iM5uxA9W9vC18Fcp01MVRXiZlou7mQVoLObFa7czca525nwsDVDqLcdWihNYC7nvxFj5WpbNkdFnkKxphQzw33qMbraUxUU44sDcUjLVePXyd3h/qQ98P5YCPy1HHj+W8DUpl5irIm0gnRsjNmAK+lX0camDfq69YWpuH7HIRIWF8Lpwo8wS4vDna7jkdJhRKOdmas2/lb9jX+f+TeCHIOwPGw5JEJ+xJY1PwZP4qxatQpLlixBcnIy2rZti+XLl6Nnz55Vrn/06FHMmDED0dHRcHJywnvvvYeJEyfW+P34IpGxxovLJ2ONE5dNxhqn2pTNPLUGHeYdwEtd3TDI37GeI6y93EINPt55FVamEmx/s3vNe7Fn/g2s7Ar4DgE6j6vXGKuiKdXg4N8HsePGr5CLZejv0R8tLVo2XABUCttr+2F74xCy3IKQEPYuNHLLhnv/enY1/Sq+uvAVerr0xJLQJZCKDN+jjLGGZNC07NatWzF9+nTMnj0bUVFR6NmzJwYNGoTExES96yckJGDw4MHo2bMnoqKiMGvWLEydOhXbtm1r4MgZY4wxxhhreo7EpaG4hNDJTf/YU42FQibGtL6tcSM1F//ee61mG5WWADunAFIlEDCifgPUg0C4lHYZH5/4BD/H/4x2du3wqv9rDZvAAQCBEOl+g5DUdTwU96Phv/V1WCYcb9gY6pG/rT/e6vgW/rr7FyYcmID0gqpn7WXMGBm0J05QUBA6deqE1atXa5f5+fkhIiICixYtqrT++++/j507dyI2Nla7bOLEibh06RJOnjxZo/fku4mMNV5cPhlrnLhsMtY41aZsjv3+DO5m5mN+RLt6jq5uHIhOwboTt7FidEcMCag8npkWEXDwY+DkSqD/PMCxQ4PFSCBEp8dg162diM+8DjdzN/Rx7QN7U8NPHiIqVMHhyjYoU6KR6dEdiSGTUGTuYOiw6sSNrBtYdXEVhAIhPgn+BH1c+0BQ3VSbjBkJgw2GUlRUhPPnz+ODDz7QWT5gwACcOHFC7zYnT57EgAG60wSGh4dj7dq1KC4uhkRS+ZlItVoNtVqt/V2lUtVB9IyxusDlk7HGicsmY43T05bNS0lZOBqfhkmhDdwz5Cn0b2OPuPs5mPnfS7BTSBHkpWeMG01RWQLn9Bqgy4QGS+BkF2XjTPIZHL1zDHdz78LRzBEveL8ALwsvNJZUQonMHHcDx0F57xJaxOxCuy3jkNbmGaQEvNjkkzmtLFthTvAcrI9ej+mHpyPIIQhvBLyBLg5dOJnDjJrBkjjp6ekoKSmBvb29znJ7e3ukpKTo3SYlJUXv+hqNBunp6XB0rPxc76JFi/Dpp5/WXeCMsTrD5ZOxxonLJmON09OUzTuZ+Zi6JQoeNqbo3sq2jiOrPwKBAP/XqyWW7L+Gf31/BrMG++Glrm4wEQsBdQ5wbTfw51LgwU0gaBLg+0y9xFEKQkZBBpJyknAr+xZiM2KRkJ0AoUCIVpYtMcpnFNzM3RpN8kaHQIAc5w7ItfeD9a0/YRP/O1pc3QmVS0dkevZAjnNHFFo4N8kBkC2kFpjacSoupl3Ejhs7MP7AeLgp3dDXvS+CHILQxqYNrGSN+9FBxp6UwR6nunfvHpydnXHixAkEBwdrly9cuBAbN27EtWuVn3319vbGq6++ig8//FC77K+//kKPHj2QnJwMB4fK2eRH71hkZ2fDzc0NSUlJ3CWcsXqgVCprfPeDyydjDaum5ZPLJmMNq77L5t8PCjB0TdmU0z1bWsFO0fRmeSsuJey6kqqzbKDwDJZJVsNUoIbGNQSlFu612nemOhPn084jX5P/RNvJRHLYyKwgEjStGZIkpRp4Zd2FRVFetesViEywpc0AXLep3XFtaATCjewbuJZV/RhKSokS/+72b3Sw7fDYfT7JeS1jDcVgPXFsbW0hEokq9bpJTU2t1NumnIODg971xWIxbGz0Tx8olUohlT4csby826mrq+vThM8Yq8KTPJfP5ZOxhlXT8sllk7GGlZqaCjs7u8euV9uyKbawh8O/lkFkaoEjV/5+umANTGT6sA7bV9oVs+lH5BcUAHHHAdRu8F6xRIhg6RP0QtHeA88HVBm1ek9DKwWQKRDAjAhVpfTkJUWQXf8D25MtGzCyOiIAxAr9l7o5xTkY/tZwpO99/IDIPBYca4wMlsQxMTFB586dcfDgQTz33HPa5QcPHsSwYcP0bhMcHIxdu3bpLDtw4AACAwP1joejj5OTE5KSkp4qq6pSqeDq6sp3JGuBj13tNZVjp1Qqa71tXZTPutJUjvfT4s9pXB73OWtbPhtT2ayp5vA3N/bPaOyfD3j4GU1MatczpjZl0/iOa1SttzS+Y/HkCv/5qepYPPPPj9F5ruqXKh6LpzmvZay+GCyJAwAzZszAmDFjEBgYiODgYERGRiIxMRETJ04EAHz44Ye4e/cuNmzYAKBsJqoVK1ZgxowZmDBhAk6ePIm1a9di8+bNNX5PoVAIFxeXOonf3Ny82Vb4T4uPXe0Z87Gry/JZV4z5eFfEn9O41PXnbIxls6aaw9/c2D+jsX8+ALVOjj5N2WwOx7Wm+Fg8xMfiIXNz8yZz44I1LwZN4owcORIZGRmYN28ekpOT4e/vjz179sDdvey5y+TkZCQmJmrX9/T0xJ49e/D2229j5cqVcHJywldffYXhw4cb6iMwxhhjjDHGGGOMNQiDJnEA4M0338Sbb76p97X169dXWhYaGooLFy7Uc1SMMcYYY4wxxhhjjUvTm0euEZBKpZgzZ47OwHKsZvjY1R4fu4bVXI43f07j0lw+Z000h2Nh7J/R2D8fYJjP2ByOa03xsXiIj8VDfCxYY2ewKcYZY4wxxhhjjDHGWM1xTxzGGGOMMcYYY4yxJoCTOIwxxhhjjDHGGGNNACdxGGOMMcYYY4wxxpoATuI8hUWLFkEgEGD69OmGDqVJuHv3Ll555RXY2NjA1NQUHTp0wPnz5w0dVqOn0Wjw0UcfwdPTE3K5HF5eXpg3bx5KS0sNHZrRWbRoEbp06QKlUokWLVogIiICcXFxhg6rzq1evRoBAQEwNzeHubk5goODsXfvXkOHVe+Muc6eO3cuBAKBzo+Dg4Ohw2pwzaUMV2Ss32tjPmcwdLu+atUqeHp6QiaToXPnzvjzzz8b5H0bk2PHjmHo0KFwcnKCQCDAjh07DB2SQTTHOrMqzfXciDVNnMSppbNnzyIyMhIBAQGGDqVJyMzMRPfu3SGRSLB3717ExMRg6dKlsLS0NHRojd7ixYuxZs0arFixArGxsfj888+xZMkSfP3114YOzegcPXoUkydPxqlTp3Dw4EFoNBoMGDAAeXl5hg6tTrm4uODf//43zp07h3PnzqFPnz4YNmwYoqOjDR1avWkOdXbbtm2RnJys/bly5YqhQ2pwzaUMlzPW77WxnzMYsl3funUrpk+fjtmzZyMqKgo9e/bEoEGDkJiYWO/v3Zjk5eWhffv2WLFihaFDMajmVmdWpzmeG7Gmi2enqoXc3Fx06tQJq1atwoIFC9ChQwcsX77c0GE1ah988AH++uuvZnm352kNGTIE9vb2WLt2rXbZ8OHDYWpqio0bNxowMuOXlpaGFi1a4OjRo+jVq5ehw6lX1tbWWLJkCcaPH2/oUOpcc6iz586dix07duDixYuGDqVRMeYybMzfa2M/ZzBkux4UFIROnTph9erV2mV+fn6IiIjAokWL6vW9GyuBQIDt27cjIiLC0KEYnDHXmbVhzOdGrGnjnji1MHnyZDzzzDPo16+foUNpMnbu3InAwEC8+OKLaNGiBTp27Ihvv/3W0GE1CT169MChQ4cQHx8PALh06RKOHz+OwYMHGzgy45ednQ2grBE3ViUlJdiyZQvy8vIQHBxs6HDqRXOps69fvw4nJyd4enpi1KhRuHXrlqFDMjhjLsPG/L029nMGQ7XrRUVFOH/+PAYMGKCzfMCAAThx4kS9vjdrGoy5znwSzeHciDVtYkMH0NRs2bIFFy5cwNmzZw0dSpNy69YtrF69GjNmzMCsWbNw5swZTJ06FVKpFP/6178MHV6j9v777yM7Oxu+vr4QiUQoKSnBwoUL8dJLLxk6NKNGRJgxYwZ69OgBf39/Q4dT565cuYLg4GAUFhZCoVBg+/btaNOmjaHDqnPNpc4OCgrChg0b4O3tjfv372PBggUICQlBdHQ0bGxsDB2eQRhzGTb277WxnzMYql1PT09HSUkJ7O3tdZbb29sjJSWlXt+bNX7GXGfWVHM5N2JNHydxnkBSUhKmTZuGAwcOQCaTGTqcJqW0tBSBgYH47LPPAAAdO3ZEdHQ0Vq9ebRQnZPVp69at+PHHH7Fp0ya0bdsWFy9exPTp0+Hk5ISxY8caOjyj9dZbb+Hy5cs4fvy4oUOpFz4+Prh48SKysrKwbds2jB07FkePHjWqk5XmVGcPGjRI+/927dohODgYLVu2xA8//IAZM2YYMDLDMdYy3By+18Z+zmDodl0gEOj8TkSVlrHmx1jrzCfRHM6NmJEgVmPbt28nACQSibQ/AEggEJBIJCKNRmPoEBstNzc3Gj9+vM6yVatWkZOTk4EiajpcXFxoxYoVOsvmz59PPj4+BorI+L311lvk4uJCt27dMnQoDaZv3770xhtvGDqMOtXc6+x+/frRxIkTDR2GQRhzGW4O32tjP2cwVLuuVqtJJBLRL7/8orN86tSp1KtXr3p978YMAG3fvt3QYRiUMdeZT8MYz42YceCeOE+gb9++lWb7ePXVV+Hr64v3338fIpHIQJE1ft27d680ZWF8fDzc3d0NFFHTkZ+fD6FQd/gqkUjEU4zXAyLClClTsH37dhw5cgSenp6GDqnBEBHUarWhw6hTzbnOVqvViI2NRc+ePQ0dSoNqDmW4OXyvjf2cwVDtuomJCTp37oyDBw/iueee0y4/ePAghg0bVq/vzRqn5lBnPg1jPDdixoGTOE9AqVRWekbUzMwMNjY2zfbZ0Zp6++23ERISgs8++wwjRozAmTNnEBkZicjISEOH1ugNHToUCxcuhJubG9q2bYuoqCgsW7YMr732mqFDMzqTJ0/Gpk2b8Ouvv0KpVGrHCLCwsIBcLjdwdHVn1qxZGDRoEFxdXZGTk4MtW7bgyJEj2Ldvn6FDq1PNqc6eOXMmhg4dCjc3N6SmpmLBggVQqVTN7pHL5lCGm8P32tjPGQzZrs+YMQNjxoxBYGAggoODERkZicTEREycOLHe37sxyc3NxY0bN7S/JyQk4OLFi7C2toabm5sBI2tYzaHOrKnmcm7EjIRB+wEZgdDQUJo2bZqhw2gSdu3aRf7+/iSVSsnX15ciIyMNHVKToFKpaNq0aeTm5kYymYy8vLxo9uzZpFarDR2a0QGg92fdunWGDq1Ovfbaa+Tu7k4mJiZkZ2dHffv2pQMHDhg6rAZhrHX2yJEjydHRkSQSCTk5OdHzzz9P0dHRhg6rwTWXMvwoY/xeG/M5g6Hb9ZUrV2rbgE6dOtHRo0cb5H0bk8OHD+utK8aOHWvo0BpUc60z9WnO50as6REQETVgzogxxhhjjDHGGGOM1YLw8aswxhhjjDHGGGOMMUPjJA5jjDHGGGOMMcZYE8BJHMYYY4wxxhhjjLEmgJM4jDHGGGOMMcYYY00AJ3EYY4wxxhhjjDHGmgBO4jDGGGOMMcYYY4w1AZzEYYwxxhhjjDHGGGsCOInDGGOMMcYYY4wx1gRwEofVC4FAgB07dhg6jBppSrEyVtfq4vs/btw4REREVLtO7969MX369GrXWb9+PSwtLZ8qFsaaktu3b0MgEODixYuGDuWxmlKsjNW1uvr+16Qt9PDwwPLly6tdZ+7cuejQocNTxcIYa7o4iWNkUlNT8X//939wc3ODVCqFg4MDwsPDcfLkSYPG1RgSJU/b4G3btg29e/eGhYUFFAoFAgICMG/ePDx48KDugmTNRmMsq926dcOkSZN0lq1evRoCgQBr167VWT5+/HiEhIQAAP7zn/9g/fr1T/ReNTlJrYpKpcLs2bPh6+sLmUwGBwcH9OvXD7/88guIqFb7ZGzcuHEQCAQQCASQSCTw8vLCzJkzkZeX99htjxw5AoFAgKysrKeKobEkSmqSmK0KESEyMhJBQUFQKBSwtLREYGAgli9fjvz8/LoNlDVLjaGsOjo6YvHixTrL3n//fQgEAhw6dEhned++fTF69GgAwC+//IL58+c/0Xs9zTl0SkoKpkyZAi8vL0ilUri6umLo0KGVYmSMNS2cxDEyw4cPx6VLl/DDDz8gPj4eO3fuRO/evTnR8JRmz56NkSNHokuXLti7dy+uXr2KpUuX4tKlS9i4caOhw2NNUGMsq2FhYTh8+LDOsiNHjsDV1VXv8rCwMACAhYVFg/WgycrKQkhICDZs2IAPP/wQFy5cwLFjxzBy5Ei89957yM7ObpA4mHEaOHAgkpOTcevWLSxYsACrVq3CzJkzDR1WkzJmzBhMnz4dw4YNw+HDh3Hx4kV8/PHH+PXXX3HgwAFDh8eMhKHLau/evWvUXhYVFeHkyZPa9tLa2hpKpbJBYrx9+zY6d+6MP/74A59//jmuXLmCffv2ISwsDJMnT26QGBhj9YSY0cjMzCQAdOTIkSrXycrKogkTJpCdnR0plUoKCwujixcval+fM2cOtW/fntasWUMuLi4kl8vphRdeoMzMTO06Z86coX79+pGNjQ2Zm5tTr1696Pz58zrvA4C2b99e5e+P+v7778nX15ekUin5+PjQypUrta8lJCQQANq2bRv17t2b5HI5BQQE0IkTJ3T2ERkZqY05IiKCli5dShYWFkREtG7dOgKg87Nu3TptbN9++y1FRESQXC6nVq1a0a+//qrd7+nTpwkALV++XG/s5cem/NitXbuWXF1dyczMjCZOnEgajYYWL15M9vb2ZGdnRwsWLKjyOLDmobGW1f379xMAunfvnvZ1e3t7WrVqFTk7O2uXJSYmEgA6ePAgERGNHTuWhg0bpn09NzeXxowZQ2ZmZuTg4EBffPEFhYaG0rRp04iIKDQ0tFJ5JCorpxYWFrRv3z7y9fUlMzMzCg8P14ln0qRJZGZmRnfv3q10zHJycqi4uJiIiNzd3Wn+/PnaONzc3GjHjh2UmppKzz77LJmZmZG/vz+dPXu2yr8Ba14e/R4TEb3++uvk4OBApaWltHjxYvL09CSZTEYBAQH0v//9j4getlEVf8aOHUtERHv37qXu3buThYUFWVtb0zPPPEM3btzQ7r9826ioKL2/P6q6OIiIDh8+TADo999/p86dO5NcLqfg4GC6du2azn7mz59PdnZ2pFAoaPz48fT+++9T+/btiaisbnn08xw+fLhGbfHWrVsJAO3YsUNv7FlZWTrHeuHChdSiRQuysLCguXPnUnFxMc2cOZOsrKzI2dmZ1q5d+9i/G2t+GkNZ/eabb0ihUGjbHJVKRRKJhFauXEndu3fXbnfs2DECQNevXyci0mkLiYju379PQ4YMIZlMRh4eHvTjjz+Su7s7ffnll0RU1pZVjNfd3Z2IHp4DbNiwgdzd3cnc3JxGjhxJKpVKu+9BgwaRs7Mz5ebmVjqGFc8VANCaNWvomWeeIblcTr6+vnTixAm6fv06hYaGkqmpKXXr1k3neDDGDIuTOEakuLiYFAoFTZ8+nQoLCyu9XlpaSt27d6ehQ4fS2bNnKT4+nt555x2ysbGhjIwMIiprFMzMzKhPnz4UFRVFR48epVatWtHo0aO1+zl06BBt3LiRYmJiKCYmhsaPH0/29vY6DceTJHEiIyPJ0dGRtm3bRrdu3aJt27aRtbU1rV+/nogeNpy+vr7022+/UVxcHL3wwgvk7u6ubTyPHz9OQqGQlixZQnFxcbRy5UqytrbWJnHy8/PpnXfeobZt21JycjIlJydTfn6+NjYXFxfatGkTXb9+naZOnUoKhUJ7TMp/Lyoqqvb4z5kzhxQKBb3wwgsUHR1NO3fuJBMTEwoPD6cpU6bQtWvX6PvvvycAdPLkyWr3xYxbYy2rubm5JJFIaNOmTUREFB0dTebm5lRYWEhKpZLi4+OJiOiHH34gExMTysvLI6LKJ9STJk0iFxcXOnDgAF2+fJmGDBlCCoVCe+KakZFBLi4uNG/ePG15JCpL4kgkEurXrx+dPXuWzp8/T35+ftrPVFJSQlZWVvTGG2889hi7u7uTtbU1rVmzhuLj42nSpEmkVCpp4MCB9N///pfi4uIoIiKC/Pz8qLS0tCZ/Nmbk9F0YTpkyhWxsbGjWrFnk6+tL+/bto5s3b9K6detIKpXSkSNHSKPR0LZt2wgAxcXFUXJysjZZ8fPPP9O2bdsoPj6eoqKiaOjQodSuXTsqKSkhoidP4lQXB9HDJE5QUBAdOXKEoqOjqWfPnhQSEqLdx48//kgymYy+//57iouLo08//ZTMzc21SZycnBwaMWIEDRw4UFs+1Wp1jdriZ599lnx8fGp0rJVKJU2ePJmuXbtGa9euJQAUHh5OCxcupPj4eJo/fz5JJBJKTEys6Z+QNRONoazGx8cTAG0Sc/fu3dS2bVu6f/++Tvv46aefkouLizbOR5M4gwYNIn9/fzpx4gSdO3eOQkJCSC6Xa5M4qamp2huPycnJlJqaSkQPzzmff/55unLlCh07dowcHBxo1qxZRFTWzgoEAvrss88eezwBkLOzM23dulXbNnp4eFCfPn1o3759FBMTQ926daOBAwc+2R+KMVZvOIljZH7++WeysrIimUxGISEh9OGHH9KlS5eIqOyCrvyCrKKWLVvSN998Q0RljYJIJKKkpCTt63v37iWhUKi90HqURqMhpVJJu3bt0i57kiSOq6ur9qKx3Pz58yk4OJiIHjac3333nfb16OhoAkCxsbFERDRy5Eh65plndPbx8ssva5M45Z+t/CS1IgD00UcfaX/Pzc0lgUBAe/fuJaKyBjYgIEBv7BXNmTOHTE1NdS6Qw8PDycPDQ3sSQETk4+NDixYteuz+mHFrrGU1JCREmyRZuXIlDR48mIiIBg4cSJGRkURE9Oqrr1LPnj2121Q8oc7JySETExPasmWL9vWMjAySy+U6J64V7zSWK+8xV/Fu38qVK8ne3p6Iyu5YAqBly5bp/XwVubu70yuvvKL9PTk5mQDQxx9/rF128uRJAlDl8WLNy6MXhqdPnyYbGxt64YUXSCaTVer9OX78eHrppZeI6GHypOLdbX3KL8iuXLlCRE+WxMnNza1xHL///rv29d27dxMAKigoICKioKAgmjx5ss4+unfvrtM+6rtIrklb7OfnR88++2y1x6B8/+7u7pXaxor1ikajITMzM9q8efNj98eal8ZQVomInJ2dtUmSd999l958800iIvL19aUDBw4QEVFYWBiNGTNGu03FJE5cXBwBoFOnTmlfj42NJQA67aO+c2h955zvvvsuBQUFaY8JAPrll1+q/Zzl+694HlzeNlbsCbd582aSyWSP3RdjrGHwmDhGZvjw4bh37x527tyJ8PBwHDlyBJ06dcL69etx/vx55ObmwsbGBgqFQvuTkJCAmzdvavfh5uYGFxcX7e/BwcEoLS1FXFwcgLIBWSdOnAhvb29YWFjAwsICubm5SExMfOJ409LSkJSUhPHjx+vEtGDBAp2YACAgIED7f0dHR20sABAXF4euXbvqrP/o79WpuG8zMzMolUrtvokIAoGgRvvx8PDQedbZ3t4ebdq0gVAo1FlWvm/WfDXWshoWFoYjR44AKHu+v3fv3gCA0NBQneV9+vTRu/3NmzdRVFSE4OBg7TJra2v4+PjU6LiYmpqiZcuW2t8dHR11yiKAGpfHiuXa3t4eANCuXbtKy7g8snK//fYbFAoFZDIZgoOD0atXL8ycOROFhYXo37+/TnncsGFDpXbqUTdv3sTo0aPh5eUFc3NzeHp6AkCt2suYmJgax9FQ7eWj+36S9rJt27aV2saK5VMkEsHGxobLJ9OrMZTV3r17V9teqtVqnDp1qsr2MjY2FmKxGIGBgdplvr6+NR5j7tFzzvpuLwsLC6FSqWq0P8ZY/RIbOgBW92QyGfr374/+/fvjk08+weuvv445c+bgzTffhKOjo7bBqai6BqO8ASj/d9y4cUhLS8Py5cvh7u4OqVSK4OBgFBUVPXGspaWlAIBvv/0WQUFBOq+JRCKd3yUSSaWYyrfXd+JY3oDVRMV9l++/fN/e3t44fvw4iouLK61Xk/1Ut2/WvDXGshoWFoaFCxfi7t27OHr0qHagyNDQUHz99ddITExEQkKCdpDGRz1JudNHX3kp36ednR2srKwQGxv7xPsqPybV1SOMhYWFYfXq1ZBIJHBycoJEIsHp06cBALt374azs7PO+lKptNr9DR06FK6urvj222/h5OSE0tJS+Pv7P1V7WZM4Hvc9r6v28tF9e3t716p8lu+L20tWU42hrIaFhWHatGnIyMhAVFQUevXqBeBhezlgwAAUFBQ8tr2saaLlUdWVl9atW0MgECA2NrZGM81xe8lY08I9cZqBNm3aIC8vD506dUJKSgrEYjFatWql82Nra6tdPzExEffu3dP+fvLkSQiFQnh7ewMA/vzzT0ydOhWDBw9G27ZtIZVKkZ6eXqvY7O3t4ezsjFu3blWKqfwuSE34+vrizJkzOsvOnTun87uJiQlKSkqeOMbRo0cjNzcXq1at0vv6005TyVi5xlBWQ0JCIJVKsWrVKhQUFKBz584AgMDAQGRnZ+Obb76BTCZDt27d9G7fqlUrSCQSnDp1SrssMzMT8fHxOuvVpjwKhUKMHDkSP/30k87nLpeXlweNRvNE+2SsIjMzM7Rq1Qru7u7aC5g2bdpAKpUiMTGxUnl0dXUFUPZ9BqDznc7IyEBsbCw++ugj9O3bF35+fsjMzKx1bDWJoyZ8fHzqtb2Mj4/Hr7/+Wuk1IuLZ41idaQxlNSwsDHl5eVi2bBlat26t7cESGhqKc+fOYffu3fD09IS7u7ve7f38/KDRaHTKX1xcXKXzSolE8sTl0draGuHh4Vi5cqXeqdf53JWxpo174hiRjIwMvPjii3jttdcQEBAApVKJc+fO4fPPP8ewYcPQr18/BAcHIyIiAosXL4aPjw/u3buHPXv2ICIiQtudUyaTYezYsfjiiy+gUqkwdepUjBgxAg4ODgDKLtI2btyIwMBAqFQqvPvuu5DL5Y+NLyEhARcvXtRZ1qpVK8ydOxdTp06Fubk5Bg0aBLVajXPnziEzMxMzZsyo0WefMmUKevXqhWXLlmHo0KH4448/sHfvXp27Gx4eHtoYXFxcoFQqH3tnBgCCgoLw3nvv4Z133sHdu3fx3HPPwcnJCTdu3MCaNWvQo0cPTJs2rUZxMgY07rIql8sRFBSEr7/+Gt27d9f2iJNIJAgODsbXX3+tTfToo1AoMH78eLz77ruwsbGBvb09Zs+erfPYBFBWHo8dO4ZRo0ZBKpXqJKeq89lnn+HIkSMICgrCwoULERgYCIlEgj///BOLFi3C2bNnG2y6c9Y8KJVKzJw5E2+//TZKS0vRo0cPqFQqnDhxAgqFAmPHjoW7uzsEAgF+++03DB48GHK5HFZWVrCxsUFkZCQcHR2RmJiIDz74oEbvWf5IZEVt2rR5bBw1MWXKFEyYMAGBgYEICQnB1q1bcfnyZXh5eWnX8fDwwP79+xEXFwcbGxtYWFjUaN8jRozA9u3b8dJLL+Hjjz9G//79YWdnhytXruDLL7/ElClTatQrgLHaaOiy6uXlBTc3N3z99dd4+eWXtcudnJzg7u6ONWvW4MUXX6xyex8fHwwcOBATJkxAZGQkxGIxpk+fXqmd9vDwwKFDh9C9e3dIpVJYWVnV6HisWrUKISEh6Nq1K+bNm4eAgABoNBocPHgQq1evrnGvOcZY48M9cYyIQqFAUFAQvvzyS/Tq1Qv+/v74+OOPMWHCBKxYsQICgQB79uxBr1698Nprr8Hb2xujRo3C7du3tXcPgLILv+effx6DBw/GgAED4O/vr9ML5fvvv0dmZiY6duyIMWPGYOrUqWjRosVj45sxYwY6duyo83Pu3Dm8/vrr+O6777B+/Xq0a9cOoaGhWL9+/RP1xOnevTvWrFmDZcuWoX379ti3bx/efvttyGQy7TrDhw/HwIEDERYWBjs7O2zevLnG+1+8eDE2bdqE06dPIzw8HG3btsWMGTMQEBBQ4xNnxso19rIaFhaGnJwc7fP95UJDQ5GTk1Nl1/ByS5YsQa9evfDss8+iX79+6NGjh7ZHT7l58+bh9u3baNmyJezs7Gpw1MpYWVnh1KlTeOWVV7BgwQJ07NgRPXv2xObNm7FkyZIaX2wy9iTmz5+PTz75BIsWLYKfnx/Cw8Oxa9cubTvl7OyMTz/9FB988AHs7e3x1ltvQSgUYsuWLTh//jz8/f3x9ttvY8mSJTV6v1GjRlVqL+/du/fYOGri5ZdfxocffoiZM2eiU6dOSEhIwLhx43TaywkTJsDHxweBgYGws7PDX3/9VaN9CwQCbNq0CcuWLcP27dsRGhqKgIAAzJ07F8OGDUN4eHiN42SsNhq6rD5te7lu3Tq4uroiNDQUzz//PN54441K7fTSpUtx8OBBuLq6omPHjjU+Fp6enrhw4QLCwsLwzjvvwN/fH/3798ehQ4ewevXqGu+HMdb4COhpBzBgRmXu3LnYsWNHpR4zTdGECRNw7do1/Pnnn4YOhbE6Z0xllTFmWP3794eDgwM2btxo6FAYY4wx9hj8OBUzGl988QX69+8PMzMz7N27Fz/88EOV49gwxhhjzVF+fj7WrFmD8PBwiEQibN68Gb///jsOHjxo6NAYY4wxVgOcxGFG48yZM/j888+Rk5MDLy8vfPXVV3j99dcNHRZjjDHWaJQ/rrlgwQKo1Wr4+Phg27Zt6Nevn6FDY4wxxlgN8ONUjDHGGGOMMcYYY00AD2zMGGOMMcYYY4wx1gRwEocxxhhjjDHGGGOsCeAkDmOMMcYYY4wxxlgTwEkcxhhjjDHGGGOMsSaAkziMMcYYY4wxxhhjTQAncRhjjDHGGGOMMcaaAE7iMMYYY4wxxhhjjDUBnMRhjDHGGGOMMcYYawI4icMYY4wxxhhjjDHWBPw/ftmsofqfW7wAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sb.pairplot(hue='Species', data=iris)" + ] + }, + { + "cell_type": "markdown", + "id": "ec903458-e1b6-44b8-872a-846ced84dfd9", + "metadata": {}, + "source": [ + "#### Observations from the Petal Length vs. Petal Width Scatter Plot:\n", + "- There are distinct clusters for each species, indicating strong differentiation based on petal size.\n", + "- The linear relationship between petal length and width suggests that these features are closely related and could be good predictors for species classification.\n", + "- Unlike sepal measurements, petal dimensions provide clearer separation between species, potentially making them more reliable for classification tasks." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "8c9fdb75-8d68-4127-8446-27df6871907f", + "metadata": {}, + "outputs": [], + "source": [ + "# Split the data into training and testing data\n", + "X_train,X_test,y_train,y_test = train_test_split(iris.drop(\"Species\",axis=1),\n", + " iris[\"Species\"],\n", + " test_size=0.3)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "4c86910a-3610-4ca7-b7a3-acb76d51daf6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
KNeighborsClassifier(n_neighbors=1)
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On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "KNeighborsClassifier(n_neighbors=1)" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Create the model and fit it to the training data\n", + "knn = KNeighborsClassifier(n_neighbors=1)\n", + "knn.fit(X_train,y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "bd6a4256-847c-4371-a21e-3496481b4b52", + "metadata": {}, + "outputs": [], + "source": [ + "# Predict values based on testing data\n", + "pred = knn.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "d8e942f3-f9a3-4f73-a27e-39396fd65438", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " Iris-setosa 1.00 1.00 1.00 16\n", + "Iris-versicolor 0.83 0.94 0.88 16\n", + " Iris-virginica 0.91 0.77 0.83 13\n", + "\n", + " accuracy 0.91 45\n", + " macro avg 0.91 0.90 0.91 45\n", + " weighted avg 0.91 0.91 0.91 45\n", + "\n" + ] + } + ], + "source": [ + "# Print out the classification report for the y test data and the predictions\n", + "print(classification_report(y_test,pred))" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "bf3eeba3-a780-4ab1-9524-c60f2897f3dc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean accuracy: 0.9111111111111111\n" + ] + } + ], + "source": [ + "# Use the knn.score method to print out a simplified score for the model\n", + "print('Mean accuracy:', knn.score(X_test, y_test))" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "1c18a2e8-e9cc-4382-aad2-3515f09471b0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
KNeighborsClassifier(n_neighbors=3)
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" + ], + "text/plain": [ + "KNeighborsClassifier(n_neighbors=3)" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Repeat steps 9 to 12 using k=3, k=5, k=10, k=30, k=50\n", + "# With k=3\n", + "knn3 = KNeighborsClassifier(n_neighbors=3)\n", + "knn3.fit(X_train,y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "0bc57c4b-be2b-4e8a-afa5-06aa579fc140", + "metadata": {}, + "outputs": [], + "source": [ + "pred3 = knn3.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "3af75d9a-697c-459a-bbd7-c318d0c856b0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " Iris-setosa 1.00 1.00 1.00 16\n", + "Iris-versicolor 0.82 0.88 0.85 16\n", + " Iris-virginica 0.83 0.77 0.80 13\n", + "\n", + " accuracy 0.89 45\n", + " macro avg 0.89 0.88 0.88 45\n", + " weighted avg 0.89 0.89 0.89 45\n", + "\n" + ] + } + ], + "source": [ + "print(classification_report(y_test,pred3))" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "eedba2bc-0ca5-433a-9bd3-f2f40d315821", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean accuracy with 3 neighbors: 0.8888888888888888\n" + ] + } + ], + "source": [ + "print('Mean accuracy with 3 neighbors:', knn3.score(X_test, y_test))" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "ab638344-7e30-47b4-940b-8418c1b4a6c5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
KNeighborsClassifier()
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On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "KNeighborsClassifier()" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# With k=5\n", + "knn5 = KNeighborsClassifier(n_neighbors=5)\n", + "knn5.fit(X_train,y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "0f1d6a11-5d83-4b78-b567-a4b0b44e2f90", + "metadata": {}, + "outputs": [], + "source": [ + "pred5 = knn5.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "1d8b045f-ab1a-4d75-964d-12c3e1ab29be", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " Iris-setosa 1.00 1.00 1.00 16\n", + "Iris-versicolor 0.88 0.88 0.88 16\n", + " Iris-virginica 0.85 0.85 0.85 13\n", + "\n", + " accuracy 0.91 45\n", + " macro avg 0.91 0.91 0.91 45\n", + " weighted avg 0.91 0.91 0.91 45\n", + "\n" + ] + } + ], + "source": [ + "print(classification_report(y_test,pred5))" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "59a1f16c-9296-49b0-9fc2-32bcf9e5ce4e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean accuracy with 5 neighbors: 0.9111111111111111\n" + ] + } + ], + "source": [ + "print('Mean accuracy with 5 neighbors:', knn5.score(X_test, y_test))" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "65319f29-61ea-4948-b3d1-facaa9784ed4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
KNeighborsClassifier(n_neighbors=10)
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" + ], + "text/plain": [ + "KNeighborsClassifier(n_neighbors=10)" + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# With k=10\n", + "knn10 = KNeighborsClassifier(n_neighbors=10)\n", + "knn10.fit(X_train,y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "c6b7c047-ea89-4f07-9a31-6300c839c44f", + "metadata": {}, + "outputs": [], + "source": [ + "pred10 = knn10.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "0d2e5db5-74e3-4cb5-afe8-b1c7a6f3a0f8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " Iris-setosa 1.00 1.00 1.00 16\n", + "Iris-versicolor 0.94 0.94 0.94 16\n", + " Iris-virginica 0.92 0.92 0.92 13\n", + "\n", + " accuracy 0.96 45\n", + " macro avg 0.95 0.95 0.95 45\n", + " weighted avg 0.96 0.96 0.96 45\n", + "\n" + ] + } + ], + "source": [ + "print(classification_report(y_test,pred10))" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "eb90f91f-5a6a-4564-a1cc-0c3a2d4427ad", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean accuracy with 10 neighbors: 0.9555555555555556\n" + ] + } + ], + "source": [ + "print('Mean accuracy with 10 neighbors:', knn10.score(X_test, y_test))" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "37cc1347-3f8b-4b33-8c3a-7de4e6544a81", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
KNeighborsClassifier(n_neighbors=30)
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" + ], + "text/plain": [ + "KNeighborsClassifier(n_neighbors=30)" + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# With k=30\n", + "knn30 = KNeighborsClassifier(n_neighbors=30)\n", + "knn30.fit(X_train,y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "6ae65d6b-7067-405d-8ba9-3988a42efeb4", + "metadata": {}, + "outputs": [], + "source": [ + "pred30 = knn30.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "3c5fa54f-94dd-4cac-8df6-65175d9ed61a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " Iris-setosa 1.00 1.00 1.00 16\n", + "Iris-versicolor 0.82 0.88 0.85 16\n", + " Iris-virginica 0.83 0.77 0.80 13\n", + "\n", + " accuracy 0.89 45\n", + " macro avg 0.89 0.88 0.88 45\n", + " weighted avg 0.89 0.89 0.89 45\n", + "\n" + ] + } + ], + "source": [ + "print(classification_report(y_test,pred30))" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "0a62e4b3-5a0c-41c5-895a-9678175bc4f8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean accuracy with 30 neighbors: 0.8888888888888888\n" + ] + } + ], + "source": [ + "print('Mean accuracy with 30 neighbors:', knn30.score(X_test, y_test))" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "2c9b1b36-a6c4-4dd2-a2d1-18355ba85ce6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
KNeighborsClassifier(n_neighbors=50)
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" + ], + "text/plain": [ + "KNeighborsClassifier(n_neighbors=50)" + ] + }, + "execution_count": 74, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# With k=50\n", + "knn50 = KNeighborsClassifier(n_neighbors=50)\n", + "knn50.fit(X_train,y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "4b03aeab-cf27-4ace-a7a0-67d27d881918", + "metadata": {}, + "outputs": [], + "source": [ + "pred50 = knn50.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "ec68e2b5-4e39-416c-ae80-ea291aac1018", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " Iris-setosa 1.00 1.00 1.00 16\n", + "Iris-versicolor 0.88 0.88 0.88 16\n", + " Iris-virginica 0.85 0.85 0.85 13\n", + "\n", + " accuracy 0.91 45\n", + " macro avg 0.91 0.91 0.91 45\n", + " weighted avg 0.91 0.91 0.91 45\n", + "\n" + ] + } + ], + "source": [ + "print(classification_report(y_test,pred50))" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "9b903f8c-7927-45ae-af33-521acdaf9d83", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean accuracy with 50 neighbors: 0.9111111111111111\n" + ] + } + ], + "source": [ + "print('Mean accuracy with 50 neighbors:', knn50.score(X_test, y_test))" + ] + }, + { + "cell_type": "markdown", + "id": "a4b5071a-a8e4-490f-9fe4-3bf910e52447", + "metadata": {}, + "source": [ + "#### The best metrics were reached when number of k-neighbors was 10. Predicting Iris-setosa is straightforward, confirming graph impressions, all k-neighbors values get precision, recall and f1-score of 1, because by sepal and petal size they are easy to identify. Comparing metrics best precision, recal and f1-score happened when using k-neighbors of 10, with values of 0.94 for Iris-versicolor, and 0.92 for Iris-virginica. The k-neighbor model considers the values of the neighbor's nearest points, taking in account the size of data set, when we jump from 10 to 30 neighbors, model mismatch points, specially for the virginica and versicolor, otherwise, if less nearest neighbors are chosen the model also make mistakes, because virginica and versicolor have similarities, and this can cause mislead interpretation." + ] + }, + { + "cell_type": "code", + "execution_count": 180, + "id": "d8cc15dc-3111-4d59-a157-912e801145bf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
SepalLengthCmSepalWidthCmPetalLengthCmPetalWidthCmSpecies
Id
605.22.73.91.4Iris-versicolor
1406.93.15.42.1Iris-virginica
\n", + "
" + ], + "text/plain": [ + " SepalLengthCm SepalWidthCm PetalLengthCm PetalWidthCm Species\n", + "Id \n", + "60 5.2 2.7 3.9 1.4 Iris-versicolor\n", + "140 6.9 3.1 5.4 2.1 Iris-virginica" + ] + }, + "execution_count": 180, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Choose the k value you believe performed the best, and pick two different sets of\n", + "# numbers directly from the iris dataframe to make predictions using your selected\n", + "# model. See if your model predicts the correct type of iris\n", + "items = iris.sample(2)\n", + "items" + ] + }, + { + "cell_type": "code", + "execution_count": 181, + "id": "8cbfdf98-3847-4167-ae6a-50c60b7bb8dd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Original data set item: Iris-versicolor, item predicted: Iris-versicolor\n", + "Original data set item: Iris-virginica, item predicted: Iris-virginica\n" + ] + } + ], + "source": [ + "for id, item in items.iterrows():\n", + " pred = knn10.predict([[item['SepalLengthCm'], item['SepalWidthCm'], item['PetalLengthCm'], item['PetalWidthCm']]])\n", + " print(\"Original data set item: \", item['Species'], \",\", \" item predicted: \", pred[0], sep=\"\")" + ] + }, + { + "cell_type": "markdown", + "id": "247664f8-f199-4126-baa4-0c3caf6c3f79", + "metadata": {}, + "source": [ + "#### The predictions are made with two random samples from the dataframe. Every time we run, we can compare the results and see how the model is working." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cb6db119-dd39-4402-951b-bdce2b336bb5", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Assignments/CaseStudy3/best_reward_function.ipynb b/Assignments/CaseStudy3/best_reward_function.ipynb new file mode 100644 index 0000000..74ca38f --- /dev/null +++ b/Assignments/CaseStudy3/best_reward_function.ipynb @@ -0,0 +1,154 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "04733af0", + "metadata": {}, + "outputs": [], + "source": [ + "import math\n", + "import numpy as np\n", + "from shapely.geometry import Point\n", + "from shapely.geometry.polygon import LinearRing\n", + "\n", + "def reward_function(params):\n", + " \"\"\"\n", + " This is a reward function for the AWS Deep Racer car. The function applies a penalty if the car steers excessively, \n", + " and also if it does not stay on track. Conversely, it rewards the car for staying on track. If the car is on the \n", + " left side of the track, it incurs a penalty, but it is rewarded each time it maintains position on the right side of the track. \n", + " The function uses waypoints and coordinates to calculate a distance. When the car is near these waypoints, it receives rewards; \n", + " otherwise, it is penalized. The car is rewarded if it stays in the centre of the track, taking the track's width into consideration.\n", + " With the closest waypoints, available as the previous point and the next point to the car, a vector is calculated. \n", + " This results in an angle, allowing the car to anticipate a curve. If there is no curve, the car is rewarded for increasing speed. \n", + " Conversely, slowing down when a curve is anticipated is also rewarded.\n", + " \"\"\"\n", + " \n", + " \n", + " max_speed = 3.5 # maximum speed (used for straight portions of the track)\n", + " min_speed = 1.0 # minimum speed (used for turns)\n", + " abs_steering_threshold = 15 # set a limit for the car to steer when turning \n", + " track_curve_threshold = math.radians(15) # this boundary will be useful when combined with the car speed\n", + " \n", + " # call the input paramaters\n", + " # position variable is using Shapely to take each point in the track, by its coordinates\n", + " # track variable is making a ring around each waypoint\n", + " # steering variable is set with absolute value\n", + " track_width = params['track_width']\n", + " distance_from_center = params['distance_from_center']\n", + " position = Point(params['x'], params['y'])\n", + " track = LinearRing(params['waypoints'])\n", + " steering = abs(params['steering_angle'])\n", + " speed = params['speed']\n", + " on_track = params['all_wheels_on_track']\n", + " on_left = params['is_left_of_center']\n", + " waypoints = params['waypoints']\n", + " closest_waypoints = params['closest_waypoints']\n", + " \n", + " # initializing a low reward\n", + " reward = 1e-3\n", + "\n", + " # adjustment in one example in the input parameters page, with lower steering treshold \n", + " if steering > abs_steering_threshold:\n", + " reward *= 0.8\n", + "\n", + " # car is heavy punished when it does not stays on track\n", + " if not on_track:\n", + " reward = 1e-3\n", + " else:\n", + " reward += 0.1\n", + " \n", + " # each time the car stays on the correct lane, it is rewarded\n", + " if on_left:\n", + " reward *= 0.8\n", + " else:\n", + " reward += 0.1\n", + "\n", + " # with the position and track parameters a point is measured (result is a float)\n", + " point = position.distance(track)\n", + " # if the car goes far from the point, receives a penalty, but reward increases if closer \n", + " if point < 1:\n", + " reward += 1.2\n", + " elif point < 3:\n", + " reward += 0.9\n", + " elif point < 6:\n", + " reward += 0.6\n", + " elif point < 9:\n", + " reward += 0.3 \n", + " else:\n", + " reward *= 0.3\n", + "\n", + " # the distance from center example enhanced\n", + " marker_rewards = [('marker_value', float), ('marker_reward', float)]\n", + "\n", + " # Create the structured array with the marker values\n", + " markers = np.array([\n", + " (0.05 * track_width, 2.0),\n", + " (0.10 * track_width, 1.6),\n", + " (0.15 * track_width, 1.4),\n", + " (0.20 * track_width, 1.2),\n", + " (0.25 * track_width, 0.8),\n", + " (0.30 * track_width, 0.6),\n", + " (0.35 * track_width, 0.4),\n", + " (0.40 * track_width, 0.2),\n", + " (0.50 * track_width, 0.1)\n", + " ], dtype=marker_rewards)\n", + "\n", + " # iterates over each value to receive rewards, or penalties, based on the distance from center and track width\n", + " for marker in markers:\n", + " marker_value, marker_reward = marker\n", + " if distance_from_center <= marker_value:\n", + " reward *= marker_reward\n", + " break\n", + "\n", + " # set the closest waypoints \n", + " current_waypoint = waypoints[closest_waypoints[0]] # index 0 for closest\n", + " next_waypoint = waypoints[closest_waypoints[1]] # index 1 for next closest\n", + " next_next_waypoint_index = (closest_waypoints[1] + 1) % len(waypoints) # % len(waypoints) is used to avoid index errors.\n", + " next_next_waypoint = waypoints[next_next_waypoint_index]\n", + "\n", + " # subtract x and y coordinate with the closest waypoints to preview the oncoming track \n", + " direction_vector = [next_waypoint[0] - current_waypoint[0], next_waypoint[1] - current_waypoint[1]]\n", + " next_direction_vector = [next_next_waypoint[0] - next_waypoint[0], next_next_waypoint[1] - next_waypoint[1]]\n", + "\n", + " # calculate the angle using the direction vectors\n", + " track_angle = math.atan2(next_direction_vector[1], next_direction_vector[0]) - math.atan2(direction_vector[1], direction_vector[0])\n", + " track_angle = abs(track_angle)\n", + "\n", + " # if there is no curve ahead increase the speed, reduce speed if curve is coming\n", + " if track_angle < track_curve_threshold:\n", + " # reward for max speed on straight tracks\n", + " if speed >= max_speed:\n", + " reward *= 1.15\n", + " else:\n", + " # reward for slower speed on turns/curves\n", + " if speed <= min_speed:\n", + " reward *= 1.10\n", + "\n", + " # win reward points, or not\n", + " return float(reward)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Assignments/CaseStudy3/comp_2040_case_study_3_group_2.ipynb b/Assignments/CaseStudy3/comp_2040_case_study_3_group_2.ipynb new file mode 100644 index 0000000..465042f --- /dev/null +++ b/Assignments/CaseStudy3/comp_2040_case_study_3_group_2.ipynb @@ -0,0 +1,164 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "10077559-c402-46b9-8633-e89488d09b65", + "metadata": {}, + "outputs": [], + "source": [ + "import math\n", + "\n", + "def reward_function(params):\n", + " '''\n", + " Combined reward function with parameters for: center line following, \n", + " avoiding excessive steering (preventing zigzags), keeping wheels on \n", + " the track, and speed management using waypoints to calculate the curves \n", + " of the oncoming track.\n", + " '''\n", + " # ------------------------------------------------------------------------\n", + " # Limiting Factors\n", + " max_speed = 3.5 # Maximum speed (used for straight portions of the track)\n", + " min_speed = 1.0 # Minimum speed (used for turns)\n", + " abs_steering_threshold = 15 # Where |15| or |-15| degrees = a indicator \n", + " # for a turn (car is no longer going straight)\n", + " # Max turn radius pre-set to -30 to 30 degrees\n", + " track_curve_threshold = math.radians(10) # Where 10 radians = indicator\n", + " # seperating curves & straight track\n", + " # radians bc/ math.atan2 uses raidans\n", + " \n", + " # ------------------------------------------------------------------------\n", + " # Initialize reward\n", + " reward = 1e-3 # Start with a very low reward by default\n", + "\n", + " # ------------------------------------------------------------------------\n", + " # Read input parameters\n", + " track_width = params['track_width']\n", + " distance_from_center = params['distance_from_center']\n", + " all_wheels_on_track = params['all_wheels_on_track']\n", + " speed = params['speed']\n", + " abs_steering = abs(params['steering_angle'])\n", + " waypoints = params['waypoints']\n", + " closest_waypoints = params['closest_waypoints']\n", + "\n", + " # ------------------------------------------------------------------------\n", + " # Define 3 markers for distance from the center\n", + " marker_1 = 0.1 * track_width\n", + " marker_2 = 0.25 * track_width\n", + " marker_3 = 0.5 * track_width\n", + "\n", + " # Distance from center rewards\n", + " # Give the largest reward for staying close to the centre\n", + " if distance_from_center <= marker_1:\n", + " reward = 1.5\n", + " elif distance_from_center <= marker_2:\n", + " reward = 0.5\n", + " elif distance_from_center <= marker_3:\n", + " reward = 0.1\n", + "\n", + " # ------------------------------------------------------------------------\n", + " # Steering penalty to avoid zig-zag\n", + " if abs_steering > abs_steering_threshold:\n", + " reward *= 0.8\n", + " \n", + " # ------------------------------------------------------------------------\n", + " # Wheels on track check\n", + " if all_wheels_on_track and (0.5*track_width - distance_from_center) >= 0.05:\n", + " reward = 1.0\n", + " \n", + " # Penalize heavily if the car goes off-track\n", + " if not all_wheels_on_track:\n", + " reward = 1e-3\n", + " \n", + " # ------------------------------------------------------------------------\n", + " # Using waypoints to calculate the curves of the oncoming track\n", + " # to manage the speed\n", + " \n", + " # Part 1. Waypoints\n", + " \n", + " # Coordinates for the current, next, next_next waypoints\n", + " current_waypoint = waypoints[closest_waypoints[0]] # index 0 for closest\n", + " next_waypoint = waypoints[closest_waypoints[1]] # index 1 for next closest\n", + " next_next_waypoint_index = (closest_waypoints[1] + 1) % len(waypoints)\n", + " next_next_waypoint = waypoints[next_next_waypoint_index]\n", + " \n", + " # NOTE: % len(waypoints) is used to avoid index errors.\n", + " # Ex. if next_waypoint is at index 9, without the modulus, \n", + " # next_next_waypoint = (9+1) = 10, but index range = (0 to 9) = error.\n", + " # With modulus: next_next_waypoint = (9+1) % 10 = 0 (index wrap back to 0)\n", + "\n", + " # ------------------------------------------------------------------------\n", + " # Part 2. Direction vector\n", + " # Using vectors to represent the direction of the oncoming track\n", + " # To determine vectors, we need to obtain x and y coordinates\n", + " \n", + " # NOTE: (x,y) where x = horizontal position, y = vertical position\n", + " # index (0,1) where x is represented with 0 and y with 1\n", + " \n", + " direction_vector = [next_waypoint[0] - current_waypoint[0], \n", + " next_waypoint[1] - current_waypoint[1]]\n", + " \n", + " # Vector x-coordinate: Subtract the x-coordinate [0] of the current waypoint\n", + " # from the x-coordinate of the next waypoint.\n", + " # Vector y-coordinate: Similarly, subtract the y-coordinate [1] of the \n", + " # current waypoint from the y-coordinate of the next waypoint.\n", + " \n", + " # Repeating the same steps but with the proceeding waypoints x and y coordinates\n", + " next_direction_vector = [next_next_waypoint[0] - next_waypoint[0], \n", + " next_next_waypoint[1] - next_waypoint[1]]\n", + " \n", + " # ------------------------------------------------------------------------\n", + " # Part 3. Curves of oncoming track\n", + " \n", + " # Calculate the angle between the two direction vectors\n", + " track_angle = math.atan2(next_direction_vector[1], next_direction_vector[0]) \n", + " - math.atan2(direction_vector[1], direction_vector[0])\n", + " \n", + " # .atan2(y,x) returns arc tangent of y/x (in radians) = angle between \n", + " # x-axis and the direction vector point given (angles covered in all 4Q)\n", + " # Subtract angle of direction_vector from next_direction_vector indicates\n", + " # if the oncoming track has a curve.\n", + " # Difference is 0 = straight path, difference is larger = curve, \n", + " # difference is even larger = sharp turn\n", + " \n", + " # Since the direction of the curve (left/right) is not important to \n", + " # speed managment, keep the angles positive for simplicity for calculations\n", + " track_angle = abs(track_angle)\n", + " \n", + " # ------------------------------------------------------------------------\n", + " # Speed management\n", + " if track_angle < track_curve_threshold:\n", + " # Large reward for max speed on straight tracks\n", + " if speed >= max_speed:\n", + " reward *= 1.0\n", + " else:\n", + " # Large reward for slower speed on turns/curves\n", + " if speed <= min_speed:\n", + " reward *= 1.25\n", + "\n", + " return float(reward)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Assignments/CaseStudy3/new_kid_s_on_the_block.ipynb b/Assignments/CaseStudy3/new_kid_s_on_the_block.ipynb new file mode 100644 index 0000000..f61b5ed --- /dev/null +++ b/Assignments/CaseStudy3/new_kid_s_on_the_block.ipynb @@ -0,0 +1,101 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "def reward_function(params):\n", + " \n", + " # Read input parameters\n", + " track_width = params['track_width']\n", + " distance_from_center = params['distance_from_center']\n", + " steering = abs(params['steering_angle'])\n", + " speed = params['speed']\n", + " on_track = params['all_wheels_on_track']\n", + " on_left = params['is_left_of_center']\n", + "\n", + " reward = 0.0\n", + "\n", + " # Penalize heavily if the car goes off-track\n", + " if not on_track:\n", + " reward = 1e-3\n", + " else:\n", + " reward += 0.1\n", + " \n", + " if on_left:\n", + " reward *= 0.8\n", + " else:\n", + " reward += 0.1\n", + "\n", + " # Define the dtype for our structured array\n", + " marker_rewards = [('marker', float), ('marker_reward', float)]\n", + "\n", + " # Create the structured array\n", + " markers = np.array([\n", + " (0.05 * track_width, 2.0),\n", + " (0.10 * track_width, 1.6),\n", + " (0.15 * track_width, 1.4),\n", + " (0.20 * track_width, 1.2),\n", + " (0.25 * track_width, 0.8),\n", + " (0.30 * track_width, 0.6),\n", + " (0.35 * track_width, 0.4),\n", + " (0.40 * track_width, 0.2),\n", + " (0.50 * track_width, 0.1)\n", + " ], dtype=marker_rewards)\n", + "\n", + " for marker in markers:\n", + " marker_value, marker_reward = marker\n", + " if distance_from_center <= marker_value:\n", + " reward *= marker_reward\n", + " break\n", + "\n", + " # Define the dtype for our structured array\n", + " speed_rewards = [('max_steering', float), ('max_speed', float), ('speed_reward', float)]\n", + "\n", + " # Create the structured array\n", + " boundaries = np.array([\n", + " (0.00, 3.75, 1.6),\n", + " (0.01, 3.25, 1.1),\n", + " (0.02, 3.20, 0.9),\n", + " (0.03, 3.10, 0.8),\n", + " (0.04, 3.00, 0.7),\n", + " (0.05, 2.90, 0.6),\n", + " (0.06, 2.70, 0.5),\n", + " (0.07, 2.50, 0.6),\n", + " (0.08, 2.30, 0.7),\n", + " (0.09, 2.10, 0.8),\n", + " (0.10, 1.70, 0.9),\n", + " (0.50, 1.50, 1.1),\n", + " (1.00, 1.40, 1.2),\n", + " (2.00, 1.30, 1.3),\n", + " (3.00, 1.20, 1.4),\n", + " (4.00, 1.10, 1.5),\n", + " (5.00, 1.00, 1.6),\n", + " (11.0, 0.70, 1.7),\n", + " (23.0, 0.50, 2.5),\n", + " (np.inf, 0.5, 3)\n", + " ], dtype=speed_rewards)\n", + "\n", + " for bound in boundaries:\n", + " max_steering, max_speed, speed_reward = bound\n", + " if steering <= max_steering:\n", + " if speed <= max_speed:\n", + " reward += speed_reward\n", + " break\n", + " \n", + " return float(reward)" + ] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Assignments/CaseStudy3/smart_or_not_must_be_ready.ipynb b/Assignments/CaseStudy3/smart_or_not_must_be_ready.ipynb new file mode 100644 index 0000000..7006e35 --- /dev/null +++ b/Assignments/CaseStudy3/smart_or_not_must_be_ready.ipynb @@ -0,0 +1,124 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import math\n", + "import numpy as np\n", + "from shapely.geometry import Point\n", + "from shapely.geometry.polygon import LinearRing\n", + "\n", + "def reward_function(params):\n", + "\n", + " MAX_SPEED = 3.5 # Maximum speed (used for straight portions of the track)\n", + " MIN_SPEED = 1.0 # Minimum speed (used for turns)\n", + " ABS_STEERING_THRESHOLD = 15\n", + " track_curve_threshold = math.radians(15)\n", + "\n", + " track_width = params['track_width']\n", + " distance_from_center = params['distance_from_center']\n", + " position = Point(params['x'], params['y'])\n", + " track = LinearRing(params['waypoints'])\n", + " steering = abs(params['steering_angle'])\n", + " speed = params['speed']\n", + " on_track = params['all_wheels_on_track']\n", + " on_left = params['is_left_of_center']\n", + " waypoints = params['waypoints']\n", + " closest_waypoints = params['closest_waypoints']\n", + " \n", + " point = position.distance(track)\n", + "\n", + " reward = 1e-3\n", + "\n", + " if steering > ABS_STEERING_THRESHOLD:\n", + " reward *= 0.8\n", + "\n", + " if not on_track:\n", + " reward = 1e-3\n", + " else:\n", + " reward += 0.1\n", + " \n", + " if on_left:\n", + " reward *= 0.8\n", + " else:\n", + " reward += 0.1\n", + " \n", + " if point < 1:\n", + " reward += 1.2\n", + " elif point < 3:\n", + " reward += 0.9\n", + " elif point < 6:\n", + " reward += 0.6\n", + " elif point < 9:\n", + " reward += 0.3 \n", + " else:\n", + " reward *= 0.3\n", + "\n", + " marker_rewards = [('marker', float), ('marker_reward', float)]\n", + "\n", + " # Create the structured array\n", + " markers = np.array([\n", + " (0.05 * track_width, 2.0),\n", + " (0.10 * track_width, 1.6),\n", + " (0.15 * track_width, 1.4),\n", + " (0.20 * track_width, 1.2),\n", + " (0.25 * track_width, 0.8),\n", + " (0.30 * track_width, 0.6),\n", + " (0.35 * track_width, 0.4),\n", + " (0.40 * track_width, 0.2),\n", + " (0.50 * track_width, 0.1)\n", + " ], dtype=marker_rewards)\n", + "\n", + " for marker in markers:\n", + " marker_value, marker_reward = marker\n", + " if distance_from_center <= marker_value:\n", + " reward *= marker_reward\n", + " break\n", + "\n", + " current_waypoint = waypoints[closest_waypoints[0]] # index 0 for closest\n", + " next_waypoint = waypoints[closest_waypoints[1]] # index 1 for next closest\n", + " next_next_waypoint_index = (closest_waypoints[1] + 1) % len(waypoints)\n", + " next_next_waypoint = waypoints[next_next_waypoint_index]\n", + "\n", + " direction_vector = [next_waypoint[0] - current_waypoint[0], next_waypoint[1] - current_waypoint[1]]\n", + "\n", + " next_direction_vector = [next_next_waypoint[0] - next_waypoint[0], next_next_waypoint[1] - next_waypoint[1]]\n", + "\n", + " # If you have problems to validate here do \n", + " # math.atan2((next_direction_vector[1], next_direction_vector[0]) - (direction_vector[1], direction_vector[0]))\n", + " track_angle = math.atan2(next_direction_vector[1], next_direction_vector[0]) - math.atan2(direction_vector[1], direction_vector[0])\n", + "\n", + " track_angle = abs(track_angle)\n", + "\n", + " if track_angle < track_curve_threshold:\n", + " # Large reward for max speed on straight tracks\n", + " if speed >= MAX_SPEED:\n", + " reward *= 1.15\n", + " else:\n", + " # Large reward for slower speed on turns/curves\n", + " if speed <= MIN_SPEED:\n", + " reward *= 1.10\n", + "\n", + " return float(reward)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/HeadFirstPython/Chapter2/numbers.py b/HeadFirstPython/Chapter2/numbers.py new file mode 100644 index 0000000..91823de --- /dev/null +++ b/HeadFirstPython/Chapter2/numbers.py @@ -0,0 +1,25 @@ +""" +Book Head First Python, chapter 2, example, page 62 + +@author: Tiago +@date: Jan 24 +""" +nums = [1, 2, 3, 4] +nums.remove(3) +print(nums) # -> [1, 2, 4] + +print(nums.pop()) # -> if index isn't given, the last item is removed +print(nums) # -> [1, 2] + +print(nums.pop(0)) # -> remove the first item +print(nums) # -> [2] + +nums.extend([3, 4]) # -> [2, 3, 4] +print(nums) + +nums.insert(0, 1) # -> [1, 2, 3, 4] +print(nums) + +nums.insert(2, "two-and-a-half") # -> [1, 2, 'two-and-a-half', 3, 4] +print(nums) + diff --git a/HeadFirstPython/Chapter2/panic.py b/HeadFirstPython/Chapter2/panic.py new file mode 100644 index 0000000..15d9f6b --- /dev/null +++ b/HeadFirstPython/Chapter2/panic.py @@ -0,0 +1,23 @@ +""" +Book Head First Python, chapter 2, example, page 67 + +@author: Tiago +@date: Jan 24 +""" +phrase = "Don't panic!" +plist = list(phrase) +print(phrase) +print(plist) + +for letter in plist: + if letter not in "on tap": + plist.remove(letter) + +plist.pop() +plist.pop() +plist.insert(2, plist.pop(3)) +plist.insert(4, plist.pop(5)) + +new_phrase = ''.join(plist) +print(plist) +print(new_phrase) \ No newline at end of file diff --git a/HeadFirstPython/Chapter2/panic2.py b/HeadFirstPython/Chapter2/panic2.py new file mode 100644 index 0000000..d0a6fef --- /dev/null +++ b/HeadFirstPython/Chapter2/panic2.py @@ -0,0 +1,16 @@ +""" +Book Head First Python, chapter 2, example, page 81 + +@author: Tiago Saraiva +@date: Jan 24 +""" +phrase = "Don't panic!" +plist = list(phrase) +print(phrase) +print(plist) + +new_phrase = ''.join(plist[1:3]) +new_phrase = new_phrase + ''.join([plist[5], plist[4], plist[7], plist[6]]) + +print(plist) +print(new_phrase) diff --git a/HeadFirstPython/Chapter2/vowels2.py b/HeadFirstPython/Chapter2/vowels2.py new file mode 100644 index 0000000..2954748 --- /dev/null +++ b/HeadFirstPython/Chapter2/vowels2.py @@ -0,0 +1,14 @@ +""" +Book Head First Python, chapter 2, example, page 60 + +@author: tiago +@date: Jan 24 +""" +vowels = ['a', 'e', 'i', 'o', 'u'] +word = "Milliways" + +for letter in word: + if letter in vowels: + print(letter) + + diff --git a/HeadFirstPython/Chapter3/vowels3.py b/HeadFirstPython/Chapter3/vowels3.py new file mode 100644 index 0000000..2a3ffc5 --- /dev/null +++ b/HeadFirstPython/Chapter3/vowels3.py @@ -0,0 +1,21 @@ +""" +Book Head First Python, chapter 3, example, page 104 + +@author: Tiago Saraiva +@date: Jan 24 +""" +vowels = ['a', 'e', 'i', 'o', 'u'] +word = input("Provide a word to search for vowels: ") +found = {} +found['a'] = 0 +found['e'] = 0 +found['i'] = 0 +found['o'] = 0 +found['u'] = 0 + +for letter in word: + if letter in vowels: + found[letter] += 1 + +for k, v in sorted(found.items()): + print(k, 'was found', v, 'time(s).') diff --git a/HeadFirstPython/Chapter3/vowels5.py b/HeadFirstPython/Chapter3/vowels5.py new file mode 100644 index 0000000..1ccf956 --- /dev/null +++ b/HeadFirstPython/Chapter3/vowels5.py @@ -0,0 +1,17 @@ +""" +Book Head First Python, chapter 3, example, page 121 + +@author: Tiago Saraiva +@date: Jan 24 +""" +vowels = ['a', 'e', 'i', 'o', 'u'] +word = input("Provide a word to search for vowels: ") +found = {} + +for letter in word: + if letter in vowels: + found.setdefault(letter, 0) + found[letter] += 1 + +for k, v in sorted(found.items()): + print(k, 'was found', v, 'time(s).') diff --git a/HeadFirstPython/Chapter3/vowels7.py b/HeadFirstPython/Chapter3/vowels7.py new file mode 100644 index 0000000..523549d --- /dev/null +++ b/HeadFirstPython/Chapter3/vowels7.py @@ -0,0 +1,13 @@ +""" +Book Head First Python, chapter 3, example, page 124 + +@author: Tiago Saraiva +@date: Jan 24 +""" +vowels = set('aeiou') +word = input("Provide a word to search for vowels: ") +found = () + +found = vowels.intersection(set(word)) +for vowel in found: + print(vowel) diff --git a/HeadFirstPython/Chapter4/mistery.py b/HeadFirstPython/Chapter4/mistery.py new file mode 100644 index 0000000..89d3a96 --- /dev/null +++ b/HeadFirstPython/Chapter4/mistery.py @@ -0,0 +1,16 @@ +""" +Head First Python Chapter 4 fourth example + +@author: Tiago Saraiva +@date: 2024-01-30 +""" +def double(arg): + print('Before: ', arg) + arg = arg * 2 + print('After: ', arg) + +def change(arg): + print('Before: ', arg) + arg.append('More data') + print('After: ', arg) + \ No newline at end of file diff --git a/HeadFirstPython/Chapter4/vbool.py b/HeadFirstPython/Chapter4/vbool.py new file mode 100644 index 0000000..0ff6ca4 --- /dev/null +++ b/HeadFirstPython/Chapter4/vbool.py @@ -0,0 +1,14 @@ +""" +Head First Python Chapter 4 second example + +@author: Tiago Saraiva +@date: 2024-01-30 +""" +def search4vowels(word:str) -> set: # annotations + """Display any vowels found in a supplied word.""" + vowels = set('aeiou') + return vowels.intersection(set(word)) + +print(search4vowels('hitch-hiker')) +print(search4vowels('galaxy')) +print(search4vowels('sky')) diff --git a/HeadFirstPython/Chapter4/vsearch.py b/HeadFirstPython/Chapter4/vsearch.py new file mode 100644 index 0000000..e551975 --- /dev/null +++ b/HeadFirstPython/Chapter4/vsearch.py @@ -0,0 +1,16 @@ +""" +Head First Python Chapter 4 first example + +@author: Tiago Saraiva +@date: 2024-01-30 +""" +def search4vowels(word): + """Display any vowels found in a supplied word.""" + vowels = set('aeiou') + # word = input("Provide a word to search for vowels: ") + found = vowels.intersection(set(word)) + for vowel in found: + print(vowel) + +search4vowels('hitch-hiker') +search4vowels('galaxy') diff --git a/HeadFirstPython/Chapter4/vsearch2.py b/HeadFirstPython/Chapter4/vsearch2.py new file mode 100644 index 0000000..5364577 --- /dev/null +++ b/HeadFirstPython/Chapter4/vsearch2.py @@ -0,0 +1,30 @@ +""" +Head First Python Chapter 4 third example + +@author: Tiago Saraiva +@date: 2024-01-30 +""" + + +def search4vowels(phrase: str) -> set: + """Display any vowels found in a supplied word.""" + vowels = set('aeiou') + return vowels.intersection(set(phrase)) + + +print(search4vowels('hitch-hiker')) +print(search4vowels('galaxy')) + + +def search4letters(phrase: str, letters: str = 'aeiou') -> set: + """Return a set of the 'letters' found in 'phrase'.""" + return set(letters).intersection(set(phrase)) + + +print(search4letters('El magico de Oz', 'xyz')) +print(search4letters('life, the universe, and everything')) + +print((search4letters('life, the universe, and everything')) + == (search4vowels('life, the universe, and everything'))) + +print(search4letters(letters='xyz', phrase='El magico de Oz')) diff --git a/Module5/auto_class_example.py b/Module5/auto_class_example.py new file mode 100644 index 0000000..1d0f2f7 --- /dev/null +++ b/Module5/auto_class_example.py @@ -0,0 +1,30 @@ +""" +This program is an example for module 5 Python Essentials With Data Analysis + +@author: Tiago Saraiva +@date: 2024-01-30 +""" +class Automobile: + def __init__(self, model, kms = 0, fuel = 0): + self.model = model # make and model of vehicle + self.kms = kms # kilometers driven + self.fuel = fuel # litres of fuel used + + def __repr__(self): + a = "***********************************\n" + b = "The make and model is: " + str(self.model) + '\n' + c = "Kilometers driven: " + str(self.kms) + '\n' + d = "Fuel consumed: " + str(self.fuel) + '\n' + return a + b + c + d + a + + def fuel_eff(self): + """Determines litres per 100km""" + if self.kms > 0: + eff = self.fuel/self.kms * 100 + else: + eff = -1 + return eff + + +def dummy(): + return 'Successful use of dummy function' \ No newline at end of file diff --git a/Module5/auto_use.py b/Module5/auto_use.py new file mode 100644 index 0000000..e9d5fb9 --- /dev/null +++ b/Module5/auto_use.py @@ -0,0 +1,12 @@ +import auto + +car1 = auto.Automobile("Honda Civic", 100, 10) +car2 = auto.Automobile("Ford F150") + +print(car1) +print(car2) + +print("car1 has a fuel efficiency of", car1.fuel_eff()) +print("car2 has a fuel efficiency of", car2.fuel_eff()) + +print(auto.dummy()) \ No newline at end of file diff --git a/Module5/auto_use_class_example.py b/Module5/auto_use_class_example.py new file mode 100644 index 0000000..80dcb36 --- /dev/null +++ b/Module5/auto_use_class_example.py @@ -0,0 +1,18 @@ +import auto_class_example as ace +""" +This program is an example for module 5 Python Essentials With Data Analysis + +@author: Tiago Saraiva +@date: 2024-01-30 +""" +car1 = ace.Automobile("Honda Civic", 100, 10) +car2 = ace.Automobile("Ford F150") # ("Ford F150, 100, 2000") + +print(car1) +print(car2) + +print("car1 has a fuel efficiency of", car1.fuel_eff()) +print("car2 has a fuel efficiency of", car2.fuel_eff()) + +print(ace.dummy()) # Not Jupyter Nootebook + diff --git a/Module5/code_modules_examples.py b/Module5/code_modules_examples.py new file mode 100644 index 0000000..f892cd6 --- /dev/null +++ b/Module5/code_modules_examples.py @@ -0,0 +1,18 @@ +# -*- coding: utf-8 -*- +""" +This program is code modules from Module 5 + +@author: Tiago Saraiva +@date: 2024-02-05 +""" +a = "\n****************************************************************\n" +print(a) + +import pprint + +mydictionary = {"Stores": {"Groceries": 'Superstore', "Clothes": 'Walmart'}, + "Groceries": ["Bananas", "Apples", "Oranges"]} +print(mydictionary, "\n") +pprint.pprint(mydictionary) + +print(a) diff --git a/Module5/myclasses.py b/Module5/myclasses.py new file mode 100644 index 0000000..8ca4712 --- /dev/null +++ b/Module5/myclasses.py @@ -0,0 +1,11 @@ +class Employee(): + """This class contains employee data.""" + def __init__(self, id, name, income): + self.name = name + self.id = id + self.income = income + + def income_taxes(self): + """This function calculates taxes based on income.""" + rate = 0.20 + return rate * self.income diff --git a/Module5/variable_scope_example.py b/Module5/variable_scope_example.py new file mode 100644 index 0000000..8e90e4b --- /dev/null +++ b/Module5/variable_scope_example.py @@ -0,0 +1,77 @@ +# -*- coding: utf-8 -*- +""" +This program is codes in the PDF variable scope module 5 + +@author: Tiago Saraiva +@date: 2024-02-05 +""" +a = "\n********************************************************************\n" +print(a) + +x = 10 + + +def increase_x(x): + x += 5 + return x + + +print(x) +print(increase_x(x)) +print(x) + +print(a) + +y = 10 + + +def increase_y(y): + y += 5 + return y + + +print(y) +print(increase_y(y)) +print(y) + +print(a) + +class Employee(): + """This class contains employee data.""" + def __init__(self, id, name, income): + self.name = name + self.id = id + self.income = income + + def income_taxes(self): + """This function calculates taxes based on income.""" + rate = 0.20 + return rate * self.income + +employee1 = Employee(1, 'Max', 20000) +print(employee1.income_taxes()) + +print(a) + +class Color(): + YELLOW = 1 + RED = 2 + BLUE = 3 + + + + + + + + + + + + + + + + + + diff --git a/Module6/accessing_sql_databases_class_example.py b/Module6/accessing_sql_databases_class_example.py new file mode 100644 index 0000000..6d5603e --- /dev/null +++ b/Module6/accessing_sql_databases_class_example.py @@ -0,0 +1,38 @@ +import sqlite3 +""" +This program is showing an example of how connect to a SQL database + +@author: Tiago Saraiva +@date: 2024-01-26 +""" +# Create the database +conn = sqlite3.connect("weather.sqlite") +print("Opened the database successfully") + +cur = conn.cursor() +cur.execute("drop table samples;") +cur.execute("""create table samples + (id integer primary key autoincrement not null, + date text not null, + location text not null, + min_temp + real not null, + max_temp + real not null, + avg_temp + real not null);""") +print("Table created successfully.") + +sql = """insert into samples + (date, location, min_temp , max_temp , avg_temp) + values (?, ?, ?, ?, ?)""" +data = ('2018 05 24', 'Winnipeg, MB', -10.6, 12.2, 6.4) +cur.execute(sql, data) +conn.commit() +print("Added sample successfully.") + +for row in cur.execute("select * from samples"): + print(row) + +cur.close +conn.close() diff --git a/Module6/data.csv b/Module6/data.csv new file mode 100644 index 0000000..aad01ac --- /dev/null +++ b/Module6/data.csv @@ -0,0 +1,4 @@ +"Heading 1","Heading 2","Heading 3" +1,2,3 +99,100,101 +"22:00","05:00","11:00" diff --git a/Module6/data2.csv b/Module6/data2.csv new file mode 100644 index 0000000..1f865eb --- /dev/null +++ b/Module6/data2.csv @@ -0,0 +1 @@ +item1,item2,item3 diff --git a/Module6/module_6_class_examples.py b/Module6/module_6_class_examples.py new file mode 100644 index 0000000..efb8211 --- /dev/null +++ b/Module6/module_6_class_examples.py @@ -0,0 +1,51 @@ +""" +This program is the class examples of module 6 + +@author: Tiago Saraiva +@date: 2024-02-05 +""" +a = "************************************************************************" + +myfile = open('test.txt', 'r') +print(myfile.read()) +print(type(myfile)) +myfile.close() + +print(a) + +with open('test.txt', 'r') as myfile: + print(myfile.read()) + +print(a) + +import csv +with open('data.csv') as mydata: + for line in csv.reader(mydata): + print(line) + +print(a) + +with open('data.csv') as mydata: + for line in csv.DictReader(mydata): + print(line) + +print(a) + +with open('data.csv') as mydata: + for line in csv.DictReader(mydata): + for k, v in line.items(): + print(k, v) + +print(a) + +with open('data2.csv') as mydata: + for line in csv.reader(mydata): + print(line) + +print(a) + +with open('data2.csv', 'w') as mydata: + mywriter = csv.writer(mydata) + mywriter.writerow(['item1', 'item2', 'item3']) + + \ No newline at end of file diff --git a/Module6/test.txt b/Module6/test.txt new file mode 100644 index 0000000..ea3d1e8 --- /dev/null +++ b/Module6/test.txt @@ -0,0 +1,2 @@ +this is a text file. +surprisingly it has some text on it. \ No newline at end of file diff --git a/Module6/test2.txt b/Module6/test2.txt new file mode 100644 index 0000000..ac2dd81 --- /dev/null +++ b/Module6/test2.txt @@ -0,0 +1,2 @@ +Line1 +Line2 diff --git a/Module6/weather.sqlite b/Module6/weather.sqlite new file mode 100644 index 0000000..edc1734 Binary files /dev/null and b/Module6/weather.sqlite differ